From 777b221b8591db3651ad9d4748c106347fb28b13 Mon Sep 17 00:00:00 2001 From: nicoRomeroCuruchet Date: Tue, 1 Oct 2024 08:27:22 -0300 Subject: [PATCH 1/9] working version symmetric glider --- airplane/__init__.py | 8 + airplane/airplane_env.py | 47 + airplane/grumman.py | 133 + airplane/reduced_grumman.py | 56 + airplane/reduced_symmetric_glider_pullout.py | 60 + src/PolicyIteration.py | 17 +- src/utils/utils.py | 16 +- test.py | 19 +- testing.ipynb | 34182 ++++++++++++++++- 9 files changed, 34516 insertions(+), 22 deletions(-) create mode 100644 airplane/__init__.py create mode 100644 airplane/airplane_env.py create mode 100644 airplane/grumman.py create mode 100644 airplane/reduced_grumman.py create mode 100644 airplane/reduced_symmetric_glider_pullout.py diff --git a/airplane/__init__.py b/airplane/__init__.py new file mode 100644 index 0000000..7438356 --- /dev/null +++ b/airplane/__init__.py @@ -0,0 +1,8 @@ +from gymnasium.envs.registration import register + +# Register the first custom environment +register( + id='ReducedSymmetricGliderPullout-v0', + entry_point='airplane.reduced_symmetric_glider_pullout:ReducedSymmetricGliderPullout', + max_episode_steps=100, +) \ No newline at end of file diff --git a/airplane/airplane_env.py b/airplane/airplane_env.py new file mode 100644 index 0000000..3781343 --- /dev/null +++ b/airplane/airplane_env.py @@ -0,0 +1,47 @@ +import numpy as np +from gymnasium import Env + +class AirplaneEnv(Env): + metadata = {"render_modes": ["human", "ascii", "ansi"], "render_fps": 60} + # TODO(gtorre): use render fps + + def __init__(self, airplane, render_mode=None): + self.airplane = airplane + + self.visualiser = None + self.render_mode = render_mode + assert render_mode is None or render_mode in self.metadata["render_modes"] + self.window = None + self.clock = None + + def seed(self, seed=None): + np.random.seed(seed) + + def render(self, mode: str | None = "ascii"): + """Renders the environment. + :param mode: str, the mode to render with: + - human: render to the current display or terminal and + return nothing. Usually for human consumption. + - ansi: Return a string (str) or StringIO.StringIO containing a + terminal-style text representation. The text can include newlines + and ANSI escape sequences (e.g. for colors). + """ + if mode == "human": + pass + #if not self.visualiser: + #self.visualiser = Visualizer(self.airplane) + #self.visualiser.plot() + + else: # ANSI or ASCII + # TODO: Add additional observations + print( + f"\u001b[34m Flight Path Angle (deg): {np.rad2deg(self.airplane.flight_path_angle):.2f}\u001b[37m" + ) + # TODO: Proper stall prediction + if self.airplane.flight_path_angle > 0.7: + print("\u001b[35m -- STALL --\u001b[37m") + + def close(self): + if self.window is not None: + # close + raise NotImplementedError \ No newline at end of file diff --git a/airplane/grumman.py b/airplane/grumman.py new file mode 100644 index 0000000..1ead06b --- /dev/null +++ b/airplane/grumman.py @@ -0,0 +1,133 @@ +import numpy as np + + +class Grumman: + #################################### + ### Grumman American AA-1 Yankee ### + #################################### + """Base class for airplane parameters""" + + def __init__(self): + ###################### + ### Sim parameters ### + ###################### + self.TIME_STEP = 0.1 + self.GRAVITY = 9.81 + self.AIR_DENSITY = 1.225 # Density (ρ) [kg/m3] + + ########################### + ### Airplane parameters ### + ########################### + # Aerodynamic model: CL coefficients + self.CL_0 = 0.41 + self.CL_ALPHA = 4.6983 + self.CL_ELEVATOR = 0.361 + self.CL_QHAT = 2.42 + # Aerodynamic model: CD coefficients + self.CD_0 = 0.0525 + self.CD_ALPHA = 0.2068 + self.CD_ALPHA2 = 1.8712 + # Aerodynamic model: Cm coefficients + self.CM_0 = 0.076 + self.CM_ALPHA = -0.8938 + self.CM_ELEVATOR = -1.0313 + self.CM_QHAT = -7.15 + # Aerodynamic model: Cl coefficients + self.Cl_BETA = -0.1089 + self.Cl_PHAT = -0.52 + self.Cl_RHAT = 0.19 + self.Cl_AILERON = -0.1031 + self.Cl_RUDDER = 0.0143 + # Physical model + self.MASS = 697.18 # Mass (m) [kg] + self.WING_SURFACE_AREA = 9.1147 # Wing surface area (S) [m2] + self.CHORD = 1.22 # Chord (c) [m] + self.WING_SPAN = 7.46 # Wing Span (b) [m] + self.I_XX = 808.06 # Inertia [Kg.m^2] + self.I_YY = 1011.43 # Inertia [Kg.m^2] + self.ALPHA_STALL = np.deg2rad(15) # Stall angle of attack (αs) [rad] + self.ALPHA_NEGATIVE_STALL = np.deg2rad(-7) # Negative stall angle of attack (αs) [rad] + self.CL_STALL = self.CL_0 + self.CL_ALPHA * self.ALPHA_STALL + self.CL_REF = self.CL_STALL + # self.STALL_AIRSPEED = 32.19 # Stall air speed (Vs) [m/s] + self.STALL_AIRSPEED = np.sqrt(self.MASS * self.GRAVITY / (0.5 * self.AIR_DENSITY * \ + self.WING_SURFACE_AREA * self.CL_REF)) # Stall air speed (Vs) [m/s] + print(f"STALL_AIRSPEED: {self.STALL_AIRSPEED}") + + self.MAX_CRUISE_AIRSPEED = 2 * self.STALL_AIRSPEED # Maximum air speed (Vs) [m/s] + + # Throttle model + self.THROTTLE_LINEAR_MAPPING = None + self._initialize_throttle_model() + + def _update_state_from_derivative(self, value_to_update, value_derivative): + value_to_update += self.TIME_STEP * value_derivative + return value_to_update + + def _alpha_from_cl(self, c_lift): + alpha = (c_lift - self.CL_0) / self.CL_ALPHA + return alpha + + def _cl_from_lift_force_and_speed(self, lift_force, airspeed): + cl = 2 * lift_force / (self.AIR_DENSITY * self.WING_SURFACE_AREA * airspeed ** 2) + return cl + + def _cl_from_alpha(self, alpha, elevator, q_hat): + # TODO: review model + if alpha <= self.ALPHA_NEGATIVE_STALL: + c_lift = self.CL_0 + self.CL_ALPHA * self.ALPHA_NEGATIVE_STALL + elif alpha >= self.ALPHA_STALL: + # Stall model: Lift saturation + c_lift = self.CL_0 + self.CL_ALPHA * self.ALPHA_STALL + # Stall model: Lift reduction with opposite slope + # c_lift = - self.CL_ALPHA * alpha + self.CL_0 + 2 * self.CL_ALPHA * self.ALPHA_STALL + else: + c_lift = self.CL_0 + self.CL_ALPHA * alpha + self.CL_ELEVATOR * elevator + self.CL_QHAT * q_hat + return c_lift + + def _lift_force_at_speed_and_cl(self, airspeed, lift_coefficient): + return 0.5 * self.AIR_DENSITY * self.WING_SURFACE_AREA * airspeed ** 2 * lift_coefficient + + def _cd_from_alpha(self, alpha): + c_drag = self.CD_0 + self.CD_ALPHA * alpha + self.CD_ALPHA2 * (alpha ** 2) + return c_drag + + def _cd_from_cl(self, c_lift): + c_drag = self._cd_from_alpha(self._alpha_from_cl(c_lift)) + return c_drag + + def _drag_force_at_speed_and_cd(self, airspeed, drag_coefficient): + return 0.5 * self.AIR_DENSITY * self.WING_SURFACE_AREA * airspeed ** 2 * drag_coefficient + + def _drag_force_at_cruise_speed(self, airspeed): + cruise_lift_force = self.MASS * self.GRAVITY + cruise_cl = self._cl_from_lift_force_and_speed(cruise_lift_force, airspeed) + alpha = self._alpha_from_cl(cruise_cl) + cruise_cd = self._cd_from_alpha(alpha) + drag_force = self._drag_force_at_speed_and_cd(airspeed, cruise_cd) + return drag_force + + def _rolling_moment_coefficient(self, beta, p_hat, r_hat, aileron, rudder): + c_rolling_moment = self.Cl_BETA * beta + self.Cl_PHAT * p_hat + self.Cl_RHAT * r_hat + \ + self.Cl_AILERON * aileron + self.Cl_RUDDER * rudder + return c_rolling_moment + + def _rolling_moment_at_speed_and_cl(self, airspeed, rolling_moment_coefficient): + return 0.5 * self.AIR_DENSITY * self.WING_SURFACE_AREA * self.WING_SPAN * airspeed ** 2 * rolling_moment_coefficient + + def _pitching_moment_coefficient(self, alpha, elevator, q_hat): + c_pitch_moment = self.CM_0 + self.CM_ALPHA * alpha + self.CM_ELEVATOR * elevator + self.CM_QHAT * q_hat + return c_pitch_moment + + def _pitching_moment_at_speed_and_cm(self, airspeed, pitching_moment_coefficient): + return 0.5 * self.AIR_DENSITY * self.WING_SURFACE_AREA * self.CHORD * airspeed ** 2 * pitching_moment_coefficient + + def _initialize_throttle_model(self, ): + # Throttle model: Thrust force = Kt * δ_throttle + # Max Thrust -> Kt * 1 = Drag(V=Vmax) -> Kt = 0.5 ρ S (Vmax)^2 CD + # δ_throttle = 1.0 -> Max Cruise speed: V' = Vmax -> V_dot = 0 = Thrust Force - Drag Force + self.THROTTLE_LINEAR_MAPPING = self._drag_force_at_cruise_speed(self.MAX_CRUISE_AIRSPEED) + + def _thrust_force_at_throttle(self, throttle): + thrust_force = self.THROTTLE_LINEAR_MAPPING * throttle + return thrust_force \ No newline at end of file diff --git a/airplane/reduced_grumman.py b/airplane/reduced_grumman.py new file mode 100644 index 0000000..365efdc --- /dev/null +++ b/airplane/reduced_grumman.py @@ -0,0 +1,56 @@ +import numpy as np +from airplane.grumman import Grumman + +class ReducedGrumman(Grumman): + #################################### + ### Grumman American AA-1 Yankee ### + #################################### + """Class for simplified airplane state and dynamics""" + + # NOTE: Commands as seperate objects? e.g. bank.rotate(airplane), + # throttle.accelerate(airplane), etc. + # NOTE: Use of α instead of Cl? + + def __init__(self): + super().__init__() + ########################## + ### Airplane variables ### + ########################## + self.flight_path_angle = np.zeros(10000, dtype=np.float32) # Flight Path Angle (γ) [rad] + self.airspeed_norm = np.ones_like(self.flight_path_angle, dtype=np.float32) # Air Speed (V/Vs) [1] + self.bank_angle = 0.0 # Bank Angle (μ) [rad] + # previous commands + self.last_c_lift = 0.0 + self.last_bank_rate = 0.0 + self.last_throttle = 0.0 + + def command_airplane(self, c_lift, bank_rate, delta_throttle): + self.last_c_lift = c_lift + self.last_bank_rate = bank_rate + self.last_throttle = delta_throttle + + c_drag = self._cd_from_cl(c_lift) + + # V_dot = - g sin γ - 0.5 * (ρ S V^2 CD / m) + (thrust force / m) + airspeed_dot = - self.GRAVITY * np.sin(self.flight_path_angle) - 0.5 * self.AIR_DENSITY * ( + self.WING_SURFACE_AREA / self.MASS) * (self.airspeed_norm * self.STALL_AIRSPEED) ** 2 * c_drag \ + + (self.THROTTLE_LINEAR_MAPPING * delta_throttle / self.MASS) + + # γ_dot = 0.5 * (ρ S V CL cos µ / m) - g cos γ / V + flight_path_angle_dot = 0.5 * self.AIR_DENSITY * (self.WING_SURFACE_AREA / self.MASS) * ( + self.airspeed_norm * self.STALL_AIRSPEED) * c_lift * np.cos(self.bank_angle) \ + - (self.GRAVITY / (self.airspeed_norm * self.STALL_AIRSPEED)) * np.cos( + self.flight_path_angle) + + # μ_dot = μ_dot_commanded + bank_angle_dot = bank_rate + + + self.airspeed_norm = self._update_state_from_derivative(self.airspeed_norm, airspeed_dot / self.STALL_AIRSPEED) + self.flight_path_angle = self._update_state_from_derivative(self.flight_path_angle, flight_path_angle_dot) + self.bank_angle = self._update_state_from_derivative(self.bank_angle, bank_angle_dot) + + def reset(self, flight_path_angle, airspeed_norm, bank_angle): + self.flight_path_angle = flight_path_angle + self.airspeed_norm = airspeed_norm + self.bank_angle = bank_angle \ No newline at end of file diff --git a/airplane/reduced_symmetric_glider_pullout.py b/airplane/reduced_symmetric_glider_pullout.py new file mode 100644 index 0000000..2bc9e6a --- /dev/null +++ b/airplane/reduced_symmetric_glider_pullout.py @@ -0,0 +1,60 @@ +import numpy as np +from gymnasium import spaces + +from airplane.reduced_grumman import ReducedGrumman +from airplane.airplane_env import AirplaneEnv + +try: + import cupy as xp + if not xp.cuda.is_available(): + raise ImportError("CUDA is not available. Falling back to NumPy.") +except (ImportError, AttributeError): + xp = np + +class ReducedSymmetricGliderPullout(AirplaneEnv): + + def __init__(self, render_mode=None): + self.airplane = ReducedGrumman() + super().__init__(self.airplane) + + # Observation space: Flight Path Angle (γ), Air Speed (V) + self.observation_space = spaces.Box(np.array([-np.pi, 0.9], np.float32), + np.array([0, 4.0], np.float32), shape=(2,), dtype=np.float32) + # Action space: Lift Coefficient + self.action_space = spaces.Box(-0.5, 1.0, shape=(1,), dtype=np.float32) + + def _get_obs(self): + return np.vstack([self.airplane.flight_path_angle, self.airplane.airspeed_norm], dtype=np.float32).T + + def _get_info(self): + return {} + + def reset(self, seed=None, options=None): + + # Choose the initial agent's state uniformly + [flight_path_angle, airspeed_norm] = np.random.uniform(self.observation_space.low, self.observation_space.high) + self.airplane.reset(flight_path_angle, airspeed_norm, 0) + + observation = self._get_obs() + # clip the observation to the observation space + observation = np.clip(observation, self.observation_space.low, self.observation_space.high) + + return observation, {} + + def step(self, action: list): + # Update state + c_lift = action #action[0] + + self.airplane.command_airplane(c_lift, 0, 0) + + # Calculate step reward: Height Loss + reward = self.airplane.TIME_STEP * self.airplane.airspeed_norm * np.sin(self.airplane.flight_path_angle) + terminated = self.termination() + observation = self._get_obs() + info = self._get_info() + return observation, reward, terminated, False, info + + + def termination(self,): + terminate = np.where(((self.airplane.flight_path_angle >= 0.0) | (self.airplane.flight_path_angle <= -np.pi)), True, False) + return terminate \ No newline at end of file diff --git a/src/PolicyIteration.py b/src/PolicyIteration.py index a9dc9f1..d1c553b 100644 --- a/src/PolicyIteration.py +++ b/src/PolicyIteration.py @@ -1,12 +1,11 @@ import os import pickle +import numpy as np import gymnasium as gym from loguru import logger from scipy.spatial import Delaunay from utils.utils import plot_3D_value_function - -import numpy as np try: import cupy as cp @@ -15,8 +14,7 @@ logger.info("CUDA driver is available.") except (ImportError, AttributeError): - - import numpy as cp + cp = np logger.warning("CUDA is not available. Falling back to NumPy.") def asarray(arr, *args, **kwargs): """In NumPy, this just ensures the object is a NumPy array, with support for additional arguments.""" @@ -28,7 +26,7 @@ def asnumpy(arr, *args, **kwargs): np.asarray = asarray np.asnumpy = asnumpy - cp = np + class PolicyIteration(object): @@ -224,13 +222,18 @@ def calculate_transition_reward_table(self): "points_indexes": The indexes of the points in the simplex. """ for j, action in enumerate(self.action_space): - self.env.state = cp.asarray(self.states_space, dtype=cp.float32) + self.env.reset() + #self.env.state = cp.asarray(self.states_space, dtype=cp.float32) + state = np.array(self.states_space, dtype=np.float32) + self.env.airplane.flight_path_angle = state[:,0].copy() + self.env.airplane.airspeed_norm = state[:,1].copy() + obs_gpu, reward_gpu, _, _, _ = self.env.step(action) # log if any state is outside the bounds of the environment states_outside_gpu = self.__in_cell__(obs_gpu) if bool(cp.any(~states_outside_gpu)): # get the indexes of the states outside the bounds - reward_gpu = cp.where(states_outside_gpu, reward_gpu, -100) + # reward_gpu = cp.where(states_outside_gpu, reward_gpu, -100) logger.warning(f"Some states are outside the bounds of the environment.") # if any state is outside the bounds of the environment clip it to the bounds obs_gpu = cp.clip(obs_gpu, self.cell_lower_bounds, self.cell_upper_bounds) diff --git a/src/utils/utils.py b/src/utils/utils.py index a378ed9..8ca3057 100644 --- a/src/utils/utils.py +++ b/src/utils/utils.py @@ -11,18 +11,24 @@ def plot_3D_value_function(vf: np.array, """ Plots a 3D value function in some color scale.""" # Assuming points is a 2D array where each row is a point [position, velocity] - X = points[:, 0] # x-axis (position) - Y = points[:, 1] # y-axis (velocity) + X = points[:, 0] # x-axis + # transformb X from rad to deg + X = np.rad2deg(X) + Y = points[:, 1] # y-axis vf = vf # z-axis (value function) vf_to_plot = (vf - vf.min()) / (vf.max() - vf.min()) if normalize else vf fig = plt.figure() ax = fig.add_subplot(111, projection='3d') # Use plot_trisurf for unstructured triangular surface plot surf = ax.plot_trisurf(X, Y, vf_to_plot, cmap=cmap, edgecolor='white', linewidth=0.2) + # Add title + ax.set_title('Reduced Symmetric Glider Value Function ', pad=20) # Add labels - ax.set_xlabel('position') - ax.set_ylabel('velocity') - ax.set_zlabel('Normalized Value Function') + ax.set_xlabel('Flight Path Angle (γ) [deg]', labelpad=10) + ax.set_ylabel('V/Vs', labelpad=10) + ax.set_zlabel('Normalized Value Function', labelpad=10) + ax.set_xticks(np.linspace(min(X), max(X), 5)) # 5 ticks on the x-axis + ax.set_yticks(np.linspace(min(Y), max(Y), 5)) # 5 ticks on the y-axis # Add color bar to represent the value range if path is not None: plt.savefig(path) # Show the plot diff --git a/test.py b/test.py index 8a5dd1a..033d842 100644 --- a/test.py +++ b/test.py @@ -1,26 +1,29 @@ import pickle +import airplane import numpy as np +import gymnasium as gym from utils.utils import plot_3D_value_function from PolicyIteration import PolicyIteration -from classic_control.continuous_mountain_car import Continuous_MountainCarEnv -env=Continuous_MountainCarEnv() +glider = gym.make('ReducedSymmetricGliderPullout-v0') bins_space = { - "x_space": np.linspace(env.min_position, env.max_position, 100, dtype=np.float32), # position space (0) - "x_dot_space": np.linspace(-abs(env.max_speed), abs(env.max_speed), 100, dtype=np.float32), # velocity space (1) + "flight_path_angle": np.linspace(-np.pi, .001, 100, dtype=np.float32), # Flight Path Angle (γ) (0) + "airspeed_norm": np.linspace(0.7, 4, 100, dtype=np.float32), # Air Speed (V) (1) } pi = PolicyIteration( - env=env, + env=glider, bins_space=bins_space, - action_space=np.linspace(-1.0, +1.0,9, dtype=np.float32), + action_space=np.linspace(-0.5, 1.0, 15, dtype=np.float32), gamma=0.99, theta=1e-3, ) -pi.run() -with open(env.__class__.__name__ + ".pkl", "rb") as f: + +#pi.run() + +with open(glider.__class__.__name__ + ".pkl", "rb") as f: pi: PolicyIteration = pickle.load(f) plot_3D_value_function(vf = pi.value_function, diff --git a/testing.ipynb b/testing.ipynb index b5a7f7d..d96207a 100644 --- a/testing.ipynb +++ b/testing.ipynb @@ -13,17 +13,34195 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "002626e9", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2024-09-30 17:39:12.217\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" + ] + } + ], "source": [ "import pickle\n", "import numpy as np\n", + "import gymnasium as gym\n", "from utils.utils import test_enviroment\n", "from PolicyIteration import PolicyIteration" ] }, + { + "cell_type": "code", + "execution_count": 2, + "id": "95b5a85a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2024-09-30 17:39:15.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", + "\u001b[32m2024-09-30 17:39:15.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [1.e-03 4.e+00]\u001b[0m\n", + "\u001b[32m2024-09-30 17:39:15.629\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m132\u001b[0m - \u001b[1mThe action space is: [-0.5 -0.39285713 -0.2857143 -0.17857143 -0.07142857 0.03571429\n", + " 0.14285715 0.25 0.35714287 0.4642857 0.5714286 0.6785714\n", + " 0.78571427 0.89285713 1. ]\u001b[0m\n", + "\u001b[32m2024-09-30 17:39:15.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m133\u001b[0m - \u001b[1mNumber of states: 40000\u001b[0m\n", + "\u001b[32m2024-09-30 17:39:15.631\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m134\u001b[0m - \u001b[1mTotal states:600000\u001b[0m\n", + "\u001b[32m2024-09-30 17:39:15.633\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m147\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", + "\u001b[32m2024-09-30 17:39:15.634\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m148\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "STALL_AIRSPEED: 27.331231856346\n" + ] + } + ], + "source": [ + "import airplane\n", + "\n", + "glider = gym.make('ReducedSymmetricGliderPullout-v0')\n", + "\n", + "bins_space = {\n", + " \"flight_path_angle\": np.linspace(-np.pi, .001, 200, dtype=np.float32), # Flight Path Angle (γ) (0)\n", + " \"airspeed_norm\": np.linspace(0.7, 4, 200, dtype=np.float32), # Air Speed (V) (1)\n", + "}\n", + "\n", + "pi = PolicyIteration(\n", + " env=glider, \n", + " bins_space=bins_space,\n", + " action_space=np.linspace(-0.5, 1.0, 15, dtype=np.float32),\n", + " gamma=0.99,\n", + " theta=1e-3,\n", + ")\n", + "\n", + "\n", + "#pi.run()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "5cd13daf", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\nicor\\anaconda3\\envs\\DynamicProgramming\\Lib\\site-packages\\gymnasium\\core.py:311: UserWarning: \u001b[33mWARN: env.airplane to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.airplane` for environment variables or `env.get_wrapper_attr('airplane')` that will search the reminding wrappers.\u001b[0m\n", + " logger.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initial state: [-2.9777877 1.7989212]\n", + "State: [-2.9777877 1.7989212] - 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Reward: -27253.264821396013 - Action: -0.5 - episode_length: 33991\n", + "State: [-2.9777877 1.7989212] - Reward: -27254.06660024404 - Action: -0.5 - episode_length: 33992\n", + "State: [-2.9777877 1.7989212] - Reward: -27254.86837909207 - Action: -0.5 - episode_length: 33993\n", + "State: [-2.9777877 1.7989212] - Reward: -27255.670157940098 - Action: -0.5 - episode_length: 33994\n", + "State: [-2.9777877 1.7989212] - Reward: -27256.471936788126 - Action: -0.5 - episode_length: 33995\n" + ] + }, + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[12], line 18\u001b[0m\n\u001b[0;32m 16\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mInitial state: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mstate\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m 17\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m done: \u001b[38;5;66;03m#:and episode_length < 100:\u001b[39;00m\n\u001b[1;32m---> 18\u001b[0m action \u001b[38;5;241m=\u001b[39m get_optimal_action(state, pi)\n\u001b[0;32m 19\u001b[0m state, reward, done, _, _ \u001b[38;5;241m=\u001b[39m glider\u001b[38;5;241m.\u001b[39mstep(action)\n\u001b[0;32m 20\u001b[0m state \u001b[38;5;241m=\u001b[39m state[\u001b[38;5;241m0\u001b[39m]\n", + "File \u001b[1;32mc:\\users\\nicor\\dynamicprogramming\\src\\utils\\utils.py:79\u001b[0m, in \u001b[0;36mget_optimal_action\u001b[1;34m(state, optimal_policy)\u001b[0m\n\u001b[0;32m 67\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_optimal_action\u001b[39m(state:np\u001b[38;5;241m.\u001b[39marray, optimal_policy:np\u001b[38;5;241m.\u001b[39marray):\n\u001b[0;32m 68\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[0;32m 69\u001b[0m \u001b[38;5;124;03m Aproximate the optimal action for a given state using the provided optimal policy\u001b[39;00m\n\u001b[0;32m 70\u001b[0m \u001b[38;5;124;03m with barycentric interpolation.\u001b[39;00m\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 77\u001b[0m \u001b[38;5;124;03m action: The optimal action for the given state.\u001b[39;00m\n\u001b[0;32m 78\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m \n\u001b[1;32m---> 79\u001b[0m lambdas, simmplex_info \u001b[38;5;241m=\u001b[39m get_barycentric_coordinates(optimal_policy, state)\n\u001b[0;32m 80\u001b[0m simplex, points_indexes \u001b[38;5;241m=\u001b[39m simmplex_info\n\u001b[0;32m 81\u001b[0m actions \u001b[38;5;241m=\u001b[39m optimal_policy\u001b[38;5;241m.\u001b[39maction_space\n", + "File \u001b[1;32mc:\\users\\nicor\\dynamicprogramming\\src\\utils\\utils.py:40\u001b[0m, in \u001b[0;36mget_barycentric_coordinates\u001b[1;34m(op, point)\u001b[0m\n\u001b[0;32m 38\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_barycentric_coordinates\u001b[39m(op:np\u001b[38;5;241m.\u001b[39marray, point:np\u001b[38;5;241m.\u001b[39marray)\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m\u001b[38;5;28mtuple\u001b[39m:\n\u001b[1;32m---> 40\u001b[0m simplex_index \u001b[38;5;241m=\u001b[39m op\u001b[38;5;241m.\u001b[39mtriangulation\u001b[38;5;241m.\u001b[39mfind_simplex(point)\n\u001b[0;32m 41\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m simplex_index \u001b[38;5;241m!=\u001b[39m \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m: \u001b[38;5;66;03m# -1 indicates that the point is outside the convex hull\u001b[39;00m\n\u001b[0;32m 42\u001b[0m points_indexes \u001b[38;5;241m=\u001b[39m op\u001b[38;5;241m.\u001b[39mtriangulation\u001b[38;5;241m.\u001b[39msimplices[simplex_index]\n", + "\u001b[1;31mKeyboardInterrupt\u001b[0m: " + ] + } + ], + "source": [ + "from utils.utils import get_optimal_action\n", + "\n", + "with open(glider.__class__.__name__ + \".pkl\", \"rb\") as f:\n", + " pi: PolicyIteration = pickle.load(f)\n", + "\n", + "dict_result = {}\n", + "for state in pi.states_space:\n", + " state = np.array([-2.9777877, 1.7989212])\n", + " initial_state = state.copy()\n", + " glider.reset()\n", + " glider.airplane.flight_path_angle = state[0]\n", + " glider.airplane.airspeed_norm = state[1]\n", + " total_reward = 0\n", + " done = False\n", + " episode_length = 0\n", + " print(f\"Initial state: {state}\")\n", + " while not done: #:and episode_length < 100:\n", + " action = get_optimal_action(state, pi)\n", + " state, reward, done, _, _ = glider.step(action)\n", + " state = state[0]\n", + " # check if our state is in the state space\n", + " index = pi.triangulation.find_simplex(state)\n", + " total_reward += reward*27.331231856346\n", + " if done or index == -1: done = True\n", + " episode_length += 1\n", + " print(f\"State: {state} - Reward: {total_reward} - Action: {action} - episode_length: {episode_length}\")\n", + " dict_result[tuple(initial_state)] = total_reward\n", + " 1/0\n", + " #print(f\"Initial state: {initial_state} - Total reward: {total_reward}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ab055601", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Your dictionary with keys as coordinates (x, y) and values as the color intensity (z)\n", + "# Extracting the x, y and z values\n", + "x = [np.degrees(coord[0]) for coord in dict_result.keys() if coord[0] >= -np.pi/2]\n", + "#convert x to grad\n", + "y = [coord[1] for coord in dict_result.keys() if coord[0] >= -np.pi/2]\n", + "#convert y to Vs\n", + "keys_list = list(dict_result.keys())\n", + "values_list = list(dict_result.values())\n", + "z = [-v*20 for e,v in zip(keys_list, values_list) if e[0] >= -np.pi/2]\n", + "\n", + "# Creating a 2D scatter plot\n", + "plt.scatter(y, x, c=z, cmap='turbo') # Change 'viridis' to any other colormap you like\n", + "plt.colorbar(label='', shrink=0.8, ) # Add color bar for the z values\n", + "\n", + "# Add labels and a title\n", + "plt.ylabel('Flight Path Angle (γ) [deg]')\n", + "plt.xlabel('V/Vs')\n", + "\n", + "x_min, x_max = min(x), max(x)\n", + "y_min, y_max = min(y), max(y)\n", + "\n", + "\n", + "# Set the minor ticks for the grid, keeping the dense grid with smaller squares\n", + "ax = plt.gca() # Get current axes\n", + "ax.set_yticks(np.linspace(x_min, x_max, 60), minor=True) # 20 minor ticks for grid\n", + "ax.set_xticks(np.linspace(y_min, y_max, 60), minor=True) # 20 minor ticks for grid\n", + "\n", + "# Show the plot\n", + "plt.yticks(np.linspace(x_min, x_max, 6)) # Only 5 labels on x-axis\n", + "plt.xticks(np.linspace(y_min, y_max, 6)) # Only 5 labels on y-axis\n", + "\n", + "# Enable the minor grid lines\n", + "ax.grid(which='minor', color='gray', linestyle='-', linewidth=0.5)\n", + "\n", + "# Habilitar la cuadrícula en las marcas menores\n", + "ax.grid(which='minor', color='gray', linestyle='-', linewidth=0.5)\n", + "\n", + "# Guardar la imagen sin borde blanco\n", + "plt.savefig('output.png', bbox_inches='tight')\n", + "\n", + "# set size of the plot\n", + "plt.gcf().set_size_inches(9, 5)\n", + "\n", + "plt.show()\n" + ] + }, { "cell_type": "markdown", "id": "3c8fe4a4", From 84ed7c0f3db89cfe164ef58793b5b0c14cd5128c Mon Sep 17 00:00:00 2001 From: nromero Date: Tue, 1 Oct 2024 18:55:30 -0300 Subject: [PATCH 2/9] the lost height is calculated --- airplane/grumman.py | 2 - airplane/reduced_symmetric_glider_pullout.py | 8 +- src/PolicyIteration.py | 2 +- src/utils/utils.py | 6 +- testing.ipynb | 34341 +---------------- 5 files changed, 276 insertions(+), 34083 deletions(-) diff --git a/airplane/grumman.py b/airplane/grumman.py index 1ead06b..a7bfe63 100644 --- a/airplane/grumman.py +++ b/airplane/grumman.py @@ -52,8 +52,6 @@ def __init__(self): # self.STALL_AIRSPEED = 32.19 # Stall air speed (Vs) [m/s] self.STALL_AIRSPEED = np.sqrt(self.MASS * self.GRAVITY / (0.5 * self.AIR_DENSITY * \ self.WING_SURFACE_AREA * self.CL_REF)) # Stall air speed (Vs) [m/s] - print(f"STALL_AIRSPEED: {self.STALL_AIRSPEED}") - self.MAX_CRUISE_AIRSPEED = 2 * self.STALL_AIRSPEED # Maximum air speed (Vs) [m/s] # Throttle model diff --git a/airplane/reduced_symmetric_glider_pullout.py b/airplane/reduced_symmetric_glider_pullout.py index 2bc9e6a..2561da5 100644 --- a/airplane/reduced_symmetric_glider_pullout.py +++ b/airplane/reduced_symmetric_glider_pullout.py @@ -18,7 +18,7 @@ def __init__(self, render_mode=None): super().__init__(self.airplane) # Observation space: Flight Path Angle (γ), Air Speed (V) - self.observation_space = spaces.Box(np.array([-np.pi, 0.9], np.float32), + self.observation_space = spaces.Box(np.array([-np.pi, 0.6], np.float32), np.array([0, 4.0], np.float32), shape=(2,), dtype=np.float32) # Action space: Lift Coefficient self.action_space = spaces.Box(-0.5, 1.0, shape=(1,), dtype=np.float32) @@ -37,8 +37,8 @@ def reset(self, seed=None, options=None): observation = self._get_obs() # clip the observation to the observation space - observation = np.clip(observation, self.observation_space.low, self.observation_space.high) - + observation = np.clip(observation, self.observation_space.low, self.observation_space.high).flatten() + assert self.observation_space.contains(observation), "Observation is not within the observation space!" return observation, {} def step(self, action: list): @@ -56,5 +56,5 @@ def step(self, action: list): def termination(self,): - terminate = np.where(((self.airplane.flight_path_angle >= 0.0) | (self.airplane.flight_path_angle <= -np.pi)), True, False) + terminate = np.where( ((self.airplane.flight_path_angle >= 0.0) | (self.airplane.flight_path_angle <= -np.pi)), True, False) return terminate \ No newline at end of file diff --git a/src/PolicyIteration.py b/src/PolicyIteration.py index d1c553b..ed3bde9 100644 --- a/src/PolicyIteration.py +++ b/src/PolicyIteration.py @@ -233,7 +233,7 @@ def calculate_transition_reward_table(self): states_outside_gpu = self.__in_cell__(obs_gpu) if bool(cp.any(~states_outside_gpu)): # get the indexes of the states outside the bounds - # reward_gpu = cp.where(states_outside_gpu, reward_gpu, -100) + #reward_gpu = cp.where(states_outside_gpu, reward_gpu, -1) logger.warning(f"Some states are outside the bounds of the environment.") # if any state is outside the bounds of the environment clip it to the bounds obs_gpu = cp.clip(obs_gpu, self.cell_lower_bounds, self.cell_upper_bounds) diff --git a/src/utils/utils.py b/src/utils/utils.py index 8ca3057..211c11c 100644 --- a/src/utils/utils.py +++ b/src/utils/utils.py @@ -27,8 +27,8 @@ def plot_3D_value_function(vf: np.array, ax.set_xlabel('Flight Path Angle (γ) [deg]', labelpad=10) ax.set_ylabel('V/Vs', labelpad=10) ax.set_zlabel('Normalized Value Function', labelpad=10) - ax.set_xticks(np.linspace(min(X), max(X), 5)) # 5 ticks on the x-axis - ax.set_yticks(np.linspace(min(Y), max(Y), 5)) # 5 ticks on the y-axis + ax.set_xticks(np.linspace(min(X), max(X), 8)) # 5 ticks on the x-axis + ax.set_yticks(np.linspace(min(Y), max(Y), 8)) # 5 ticks on the y-axis # Add color bar to represent the value range if path is not None: plt.savefig(path) # Show the plot @@ -76,7 +76,7 @@ def get_optimal_action(state:np.array, optimal_policy:np.array): Returns: action: The optimal action for the given state. """ - lambdas, simmplex_info = get_barycentric_coordinates(optimal_policy, state) + lambdas, simmplex_info = optimal_policy.barycentric_coordinates(state) simplex, points_indexes = simmplex_info actions = optimal_policy.action_space probabilities = np.zeros(len(actions), dtype=np.float32) diff --git a/testing.ipynb b/testing.ipynb index d96207a..103916e 100644 --- a/testing.ipynb +++ b/testing.ipynb @@ -13,18 +13,10 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 4, "id": "002626e9", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2024-09-30 17:39:12.217\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" - ] - } - ], + "outputs": [], "source": [ "import pickle\n", "import numpy as np\n", @@ -35,7 +27,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "id": "95b5a85a", "metadata": {}, "outputs": [ @@ -43,22 +35,166 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-09-30 17:39:15.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", - "\u001b[32m2024-09-30 17:39:15.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [1.e-03 4.e+00]\u001b[0m\n", - "\u001b[32m2024-09-30 17:39:15.629\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m132\u001b[0m - \u001b[1mThe action space is: [-0.5 -0.39285713 -0.2857143 -0.17857143 -0.07142857 0.03571429\n", + "\u001b[32m2024-10-01 18:49:17.579\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.6 ]\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.581\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0. 4.]\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.583\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m132\u001b[0m - \u001b[1mThe action space is: [-0.5 -0.39285713 -0.2857143 -0.17857143 -0.07142857 0.03571429\n", " 0.14285715 0.25 0.35714287 0.4642857 0.5714286 0.6785714\n", " 0.78571427 0.89285713 1. ]\u001b[0m\n", - "\u001b[32m2024-09-30 17:39:15.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m133\u001b[0m - \u001b[1mNumber of states: 40000\u001b[0m\n", - "\u001b[32m2024-09-30 17:39:15.631\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m134\u001b[0m - \u001b[1mTotal states:600000\u001b[0m\n", - "\u001b[32m2024-09-30 17:39:15.633\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m147\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", - "\u001b[32m2024-09-30 17:39:15.634\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m148\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "STALL_AIRSPEED: 27.331231856346\n" + "\u001b[32m2024-10-01 18:49:17.584\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m133\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.585\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m134\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.587\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m147\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.589\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m148\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.590\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mCreating Delaunay triangulation over the state space...\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.785\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m354\u001b[0m - \u001b[1mDelaunay triangulation created.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.786\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m364\u001b[0m - \u001b[1mGenerating transition and reward function table...\u001b[0m\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:228: UserWarning: \u001b[33mWARN: Expects `terminated` signal to be a boolean, actual type: \u001b[0m\n", + " logger.warn(\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:159: UserWarning: \u001b[33mWARN: The obs returned by the `step()` method is not within the observation space.\u001b[0m\n", + " logger.warn(f\"{pre} is not within the observation space.\")\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:246: UserWarning: \u001b[33mWARN: The reward returned by `step()` must be a float, int, np.integer or np.floating, actual type: \u001b[0m\n", + " logger.warn(\n", + "\u001b[32m2024-10-01 18:49:17.792\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.899\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.922\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.944\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:17.978\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.023\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.069\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.104\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.128\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.149\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.169\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.188\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.208\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.228\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.265\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.295\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m366\u001b[0m - \u001b[1mTransition and reward function table generated.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.300\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 0\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.301\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:18.317\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.4009999930858612 | Avg Error: 0.14800000190734863 | 21<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:19.937\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.03799999877810478 | Avg Error: 0.014999999664723873 | 0<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:21.336\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.004000000189989805 | Avg Error: 0.003000000026077032 | 0<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:22.895\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0010000000474974513 | Avg Error: 0.0010000000474974513 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.287\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.288\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.289\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.299\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 150000\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.300\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.302\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 1\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.303\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:24.313\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.8339999914169312 | Avg Error: 0.2199999988079071 | 0<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:25.748\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0430000014603138 | Avg Error: 0.017999999225139618 | 0<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:27.326\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.00800000037997961 | Avg Error: 0.004999999888241291 | 0<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:28.647\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0020000000949949026 | Avg Error: 0.0010000000474974513 | 7677<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.682\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.682\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.683\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 962\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.692\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 2\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.693\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:29.701\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 4.6539998054504395 | Avg Error: 0.017999999225139618 | 9553<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.673\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.674\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.674\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.683\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 354\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.683\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.684\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 3\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.685\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:30.694\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 4.02400016784668 | Avg Error: 0.014000000432133675 | 9836<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.667\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.668\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.668\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.675\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 232\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.676\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.677\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 4\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.678\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:31.686\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 3.755000114440918 | Avg Error: 0.012000000104308128 | 9889<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.621\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.622\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.622\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.637\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 146\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.639\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.641\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 5\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.642\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:32.651\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 3.4590001106262207 | Avg Error: 0.010999999940395355 | 9928<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.602\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.608\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 146\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.609\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.609\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 6\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.610\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:33.620\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 3.1549999713897705 | Avg Error: 0.008999999612569809 | 9927<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.550\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.550\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.551\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.558\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 132\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.558\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.559\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 7\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.560\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:34.569\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 2.5810000896453857 | Avg Error: 0.00800000037997961 | 9934<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.483\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.484\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.484\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.494\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 122\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.495\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.496\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 8\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.496\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:35.507\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 2.256999969482422 | Avg Error: 0.006000000052154064 | 9939<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.470\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.470\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.471\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.481\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 108\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.482\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.483\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 9\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.484\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:36.498\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 1.9290000200271606 | Avg Error: 0.004999999888241291 | 9946<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.469\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.469\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.470\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.478\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 104\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.479\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.479\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 10\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.480\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:37.490\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 1.5950000286102295 | Avg Error: 0.004000000189989805 | 9948<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.439\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.440\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.440\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.447\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 82\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.448\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.448\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 11\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.449\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:38.461\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 1.2580000162124634 | Avg Error: 0.0020000000949949026 | 9959<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.404\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.404\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.405\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.414\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 68\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.414\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.415\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 12\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.416\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:39.423\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.9330000281333923 | Avg Error: 0.0010000000474974513 | 9966<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.369\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.370\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.371\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.378\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 32\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.379\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.380\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 13\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.380\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:40.393\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.5889999866485596 | Avg Error: 0.0010000000474974513 | 9984<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.321\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.321\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.322\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.328\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 22\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.328\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.329\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 14\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.329\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:41.340\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.257999986410141 | Avg Error: 0.0 | 9989<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:42.295\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:42.296\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:42.296\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:42.304\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-01 18:49:42.317\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36msave\u001b[0m:\u001b[36m387\u001b[0m - \u001b[1mPolicy and value function saved.\u001b[0m\n" ] } ], @@ -68,8 +204,8 @@ "glider = gym.make('ReducedSymmetricGliderPullout-v0')\n", "\n", "bins_space = {\n", - " \"flight_path_angle\": np.linspace(-np.pi, .001, 200, dtype=np.float32), # Flight Path Angle (γ) (0)\n", - " \"airspeed_norm\": np.linspace(0.7, 4, 200, dtype=np.float32), # Air Speed (V) (1)\n", + " \"flight_path_angle\": np.linspace(-np.pi, 0.0, 100, dtype=np.float32), # Flight Path Angle (γ) (0)\n", + " \"airspeed_norm\": np.linspace(0.6, 4.0, 100, dtype=np.float32), # Air Speed (V) (1)\n", "}\n", "\n", "pi = PolicyIteration(\n", @@ -81,34068 +217,53 @@ ")\n", "\n", "\n", - "#pi.run()" + "pi.run()" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "5cd13daf", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\Users\\nicor\\anaconda3\\envs\\DynamicProgramming\\Lib\\site-packages\\gymnasium\\core.py:311: UserWarning: \u001b[33mWARN: env.airplane to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.airplane` for environment variables or `env.get_wrapper_attr('airplane')` that will search the reminding wrappers.\u001b[0m\n", - " logger.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Initial state: [-2.9777877 1.7989212]\n", - "State: [-2.9777877 1.7989212] - Reward: -0.8017786141256547 - Action: -0.5 - episode_length: 1\n", - "State: [-2.9777877 1.7989212] - Reward: -1.603557228993414 - Action: -0.5 - episode_length: 2\n", - "State: [-2.9777877 1.7989212] - Reward: -2.4053358447822695 - Action: -0.5 - episode_length: 3\n", - "State: [-2.9777877 1.7989212] - Reward: -3.2071144616688745 - Action: -0.5 - episode_length: 4\n", - 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Action: -0.5 - episode_length: 1951\n", - "State: [-2.9777877 1.7989212] - Reward: -1565.0723094170032 - Action: -0.5 - episode_length: 1952\n", - "State: [-2.9777877 1.7989212] - Reward: -1565.87408826505 - Action: -0.5 - episode_length: 1953\n", - "State: [-2.9777877 1.7989212] - Reward: -1566.6758671130958 - Action: -0.5 - episode_length: 1954\n", - "State: [-2.9777877 1.7989212] - Reward: -1567.4776459611408 - Action: -0.5 - episode_length: 1955\n", - "State: [-2.9777877 1.7989212] - Reward: -1568.2794248091845 - Action: -0.5 - episode_length: 1956\n", - "State: [-2.9777877 1.7989212] - Reward: -1569.0812036572274 - Action: -0.5 - episode_length: 1957\n", - "State: [-2.9777877 1.7989212] - Reward: -1569.8829825052694 - Action: -0.5 - episode_length: 1958\n", - "State: [-2.9777877 1.7989212] - Reward: -1570.6847613533105 - Action: -0.5 - episode_length: 1959\n", - "State: [-2.9777877 1.7989212] - Reward: -1571.4865402013506 - Action: -0.5 - episode_length: 1960\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 8862\n", - "State: [-2.9777877 1.7989212] - Reward: -7106.165928140027 - Action: -0.5 - episode_length: 8863\n", - "State: [-2.9777877 1.7989212] - Reward: -7106.967706988055 - Action: -0.5 - episode_length: 8864\n", - "State: [-2.9777877 1.7989212] - Reward: -7107.769485836084 - Action: -0.5 - episode_length: 8865\n", - "State: [-2.9777877 1.7989212] - Reward: -7108.571264684112 - Action: -0.5 - episode_length: 8866\n", - "State: [-2.9777877 1.7989212] - Reward: -7109.37304353214 - Action: -0.5 - episode_length: 8867\n", - "State: [-2.9777877 1.7989212] - Reward: -7110.174822380169 - Action: -0.5 - episode_length: 8868\n", - "State: [-2.9777877 1.7989212] - Reward: -7110.976601228197 - Action: -0.5 - episode_length: 8869\n", - "State: [-2.9777877 1.7989212] - Reward: -7111.778380076225 - Action: -0.5 - episode_length: 8870\n", - "State: [-2.9777877 1.7989212] - Reward: -7112.580158924254 - Action: -0.5 - episode_length: 8871\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 16757\n", - "State: [-2.9777877 1.7989212] - Reward: -13436.209933323727 - Action: -0.5 - episode_length: 16758\n", - "State: [-2.9777877 1.7989212] - Reward: -13437.011712171756 - Action: -0.5 - episode_length: 16759\n", - "State: [-2.9777877 1.7989212] - Reward: -13437.813491019784 - Action: -0.5 - episode_length: 16760\n", - "State: [-2.9777877 1.7989212] - Reward: -13438.615269867812 - Action: -0.5 - episode_length: 16761\n", - "State: [-2.9777877 1.7989212] - Reward: -13439.41704871584 - Action: -0.5 - episode_length: 16762\n", - "State: [-2.9777877 1.7989212] - Reward: -13440.21882756387 - Action: -0.5 - episode_length: 16763\n", - "State: [-2.9777877 1.7989212] - Reward: -13441.020606411897 - Action: -0.5 - episode_length: 16764\n", - "State: [-2.9777877 1.7989212] - Reward: -13441.822385259926 - Action: -0.5 - episode_length: 16765\n", - "State: [-2.9777877 1.7989212] - Reward: -13442.624164107954 - Action: -0.5 - episode_length: 16766\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 16844\n", - "State: [-2.9777877 1.7989212] - Reward: -13505.964693102193 - Action: -0.5 - episode_length: 16845\n", - "State: [-2.9777877 1.7989212] - Reward: -13506.76647195022 - Action: -0.5 - episode_length: 16846\n", - "State: [-2.9777877 1.7989212] - Reward: -13507.56825079825 - Action: -0.5 - episode_length: 16847\n", - "State: [-2.9777877 1.7989212] - Reward: -13508.370029646278 - Action: -0.5 - episode_length: 16848\n", - "State: [-2.9777877 1.7989212] - Reward: -13509.171808494306 - Action: -0.5 - episode_length: 16849\n", - "State: [-2.9777877 1.7989212] - Reward: -13509.973587342334 - Action: -0.5 - episode_length: 16850\n", - "State: [-2.9777877 1.7989212] - Reward: -13510.775366190363 - Action: -0.5 - episode_length: 16851\n", - "State: [-2.9777877 1.7989212] - Reward: -13511.57714503839 - Action: -0.5 - episode_length: 16852\n", - "State: [-2.9777877 1.7989212] - Reward: -13512.37892388642 - Action: -0.5 - episode_length: 16853\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 16902\n", - "State: [-2.9777877 1.7989212] - Reward: -13552.467866287836 - Action: -0.5 - episode_length: 16903\n", - "State: [-2.9777877 1.7989212] - Reward: -13553.269645135864 - Action: -0.5 - episode_length: 16904\n", - "State: [-2.9777877 1.7989212] - Reward: -13554.071423983893 - Action: -0.5 - episode_length: 16905\n", - "State: [-2.9777877 1.7989212] - Reward: -13554.873202831921 - Action: -0.5 - episode_length: 16906\n", - "State: [-2.9777877 1.7989212] - Reward: -13555.67498167995 - Action: -0.5 - episode_length: 16907\n", - "State: [-2.9777877 1.7989212] - Reward: -13556.476760527978 - Action: -0.5 - episode_length: 16908\n", - "State: [-2.9777877 1.7989212] - Reward: -13557.278539376006 - Action: -0.5 - episode_length: 16909\n", - "State: [-2.9777877 1.7989212] - Reward: -13558.080318224034 - Action: -0.5 - episode_length: 16910\n", - "State: [-2.9777877 1.7989212] - Reward: -13558.882097072063 - Action: -0.5 - episode_length: 16911\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 19860\n", - "State: [-2.9777877 1.7989212] - Reward: -15924.129698755649 - Action: -0.5 - episode_length: 19861\n", - "State: [-2.9777877 1.7989212] - Reward: -15924.931477603677 - Action: -0.5 - episode_length: 19862\n", - "State: [-2.9777877 1.7989212] - Reward: -15925.733256451706 - Action: -0.5 - episode_length: 19863\n", - "State: [-2.9777877 1.7989212] - Reward: -15926.535035299734 - Action: -0.5 - episode_length: 19864\n", - "State: [-2.9777877 1.7989212] - Reward: -15927.336814147762 - Action: -0.5 - episode_length: 19865\n", - "State: [-2.9777877 1.7989212] - Reward: -15928.13859299579 - Action: -0.5 - episode_length: 19866\n", - "State: [-2.9777877 1.7989212] - Reward: -15928.940371843819 - Action: -0.5 - episode_length: 19867\n", - "State: [-2.9777877 1.7989212] - Reward: -15929.742150691847 - Action: -0.5 - episode_length: 19868\n", - "State: [-2.9777877 1.7989212] - Reward: -15930.543929539876 - Action: -0.5 - episode_length: 19869\n", - "State: [-2.9777877 1.7989212] - Reward: -15931.345708387904 - Action: -0.5 - episode_length: 19870\n", - "State: [-2.9777877 1.7989212] - Reward: -15932.147487235932 - Action: -0.5 - episode_length: 19871\n", - "State: [-2.9777877 1.7989212] - Reward: -15932.94926608396 - Action: -0.5 - episode_length: 19872\n", - "State: [-2.9777877 1.7989212] - Reward: -15933.751044931989 - Action: -0.5 - episode_length: 19873\n", - "State: [-2.9777877 1.7989212] - Reward: -15934.552823780017 - Action: -0.5 - episode_length: 19874\n", - "State: [-2.9777877 1.7989212] - Reward: -15935.354602628046 - Action: -0.5 - episode_length: 19875\n", - "State: [-2.9777877 1.7989212] - Reward: -15936.156381476074 - Action: -0.5 - episode_length: 19876\n", - "State: [-2.9777877 1.7989212] - Reward: -15936.958160324102 - Action: -0.5 - episode_length: 19877\n", - "State: [-2.9777877 1.7989212] - Reward: -15937.75993917213 - Action: -0.5 - episode_length: 19878\n", - "State: [-2.9777877 1.7989212] - Reward: -15938.561718020159 - Action: -0.5 - episode_length: 19879\n", - "State: [-2.9777877 1.7989212] - Reward: -15939.363496868187 - Action: -0.5 - episode_length: 19880\n", - "State: [-2.9777877 1.7989212] - Reward: -15940.165275716216 - Action: -0.5 - episode_length: 19881\n", - "State: [-2.9777877 1.7989212] - Reward: -15940.967054564244 - Action: -0.5 - episode_length: 19882\n", - "State: [-2.9777877 1.7989212] - Reward: -15941.768833412272 - Action: -0.5 - episode_length: 19883\n", - "State: [-2.9777877 1.7989212] - Reward: -15942.5706122603 - Action: -0.5 - episode_length: 19884\n", - "State: [-2.9777877 1.7989212] - Reward: -15943.372391108329 - Action: -0.5 - episode_length: 19885\n", - "State: [-2.9777877 1.7989212] - Reward: -15944.174169956357 - Action: -0.5 - episode_length: 19886\n", - "State: [-2.9777877 1.7989212] - Reward: -15944.975948804386 - Action: -0.5 - episode_length: 19887\n", - "State: [-2.9777877 1.7989212] - Reward: -15945.777727652414 - Action: -0.5 - episode_length: 19888\n", - "State: [-2.9777877 1.7989212] - Reward: -15946.579506500442 - Action: -0.5 - episode_length: 19889\n", - "State: [-2.9777877 1.7989212] - Reward: -15947.38128534847 - Action: -0.5 - episode_length: 19890\n", - "State: [-2.9777877 1.7989212] - Reward: -15948.183064196499 - Action: -0.5 - episode_length: 19891\n", - "State: [-2.9777877 1.7989212] - Reward: -15948.984843044527 - Action: -0.5 - episode_length: 19892\n", - "State: [-2.9777877 1.7989212] - Reward: -15949.786621892556 - Action: -0.5 - episode_length: 19893\n", - "State: [-2.9777877 1.7989212] - Reward: -15950.588400740584 - Action: -0.5 - episode_length: 19894\n", - "State: [-2.9777877 1.7989212] - Reward: -15951.390179588612 - Action: -0.5 - episode_length: 19895\n", - "State: [-2.9777877 1.7989212] - Reward: -15952.19195843664 - Action: -0.5 - episode_length: 19896\n", - "State: [-2.9777877 1.7989212] - Reward: -15952.993737284669 - Action: -0.5 - episode_length: 19897\n", - "State: [-2.9777877 1.7989212] - Reward: -15953.795516132697 - Action: -0.5 - episode_length: 19898\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 19918\n", - "State: [-2.9777877 1.7989212] - Reward: -15970.632871941292 - Action: -0.5 - episode_length: 19919\n", - "State: [-2.9777877 1.7989212] - Reward: -15971.43465078932 - Action: -0.5 - episode_length: 19920\n", - "State: [-2.9777877 1.7989212] - Reward: -15972.236429637349 - Action: -0.5 - episode_length: 19921\n", - "State: [-2.9777877 1.7989212] - Reward: -15973.038208485377 - Action: -0.5 - episode_length: 19922\n", - "State: [-2.9777877 1.7989212] - Reward: -15973.839987333406 - Action: -0.5 - episode_length: 19923\n", - "State: [-2.9777877 1.7989212] - Reward: -15974.641766181434 - Action: -0.5 - episode_length: 19924\n", - "State: [-2.9777877 1.7989212] - Reward: -15975.443545029462 - Action: -0.5 - episode_length: 19925\n", - "State: [-2.9777877 1.7989212] - Reward: -15976.24532387749 - Action: -0.5 - episode_length: 19926\n", - "State: [-2.9777877 1.7989212] - Reward: -15977.047102725519 - Action: -0.5 - episode_length: 19927\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 19947\n", - "State: [-2.9777877 1.7989212] - Reward: -15993.884458534114 - Action: -0.5 - episode_length: 19948\n", - "State: [-2.9777877 1.7989212] - Reward: -15994.686237382142 - Action: -0.5 - episode_length: 19949\n", - "State: [-2.9777877 1.7989212] - Reward: -15995.48801623017 - Action: -0.5 - episode_length: 19950\n", - "State: [-2.9777877 1.7989212] - Reward: -15996.289795078199 - Action: -0.5 - episode_length: 19951\n", - "State: [-2.9777877 1.7989212] - Reward: -15997.091573926227 - Action: -0.5 - episode_length: 19952\n", - "State: [-2.9777877 1.7989212] - Reward: -15997.893352774256 - Action: -0.5 - episode_length: 19953\n", - "State: [-2.9777877 1.7989212] - Reward: -15998.695131622284 - Action: -0.5 - episode_length: 19954\n", - "State: [-2.9777877 1.7989212] - Reward: -15999.496910470312 - Action: -0.5 - episode_length: 19955\n", - "State: [-2.9777877 1.7989212] - Reward: -16000.29868931834 - Action: -0.5 - episode_length: 19956\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 20817\n", - "State: [-2.9777877 1.7989212] - Reward: -16691.432056318765 - Action: -0.5 - episode_length: 20818\n", - "State: [-2.9777877 1.7989212] - Reward: -16692.233835166793 - Action: -0.5 - episode_length: 20819\n", - "State: [-2.9777877 1.7989212] - Reward: -16693.03561401482 - Action: -0.5 - episode_length: 20820\n", - "State: [-2.9777877 1.7989212] - Reward: -16693.83739286285 - Action: -0.5 - episode_length: 20821\n", - "State: [-2.9777877 1.7989212] - Reward: -16694.639171710878 - Action: -0.5 - episode_length: 20822\n", - "State: [-2.9777877 1.7989212] - Reward: -16695.440950558906 - Action: -0.5 - episode_length: 20823\n", - "State: [-2.9777877 1.7989212] - Reward: -16696.242729406935 - Action: -0.5 - episode_length: 20824\n", - "State: [-2.9777877 1.7989212] - Reward: -16697.044508254963 - Action: -0.5 - episode_length: 20825\n", - "State: [-2.9777877 1.7989212] - Reward: -16697.84628710299 - Action: -0.5 - episode_length: 20826\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 21977\n", - "State: [-2.9777877 1.7989212] - Reward: -17621.495520031633 - Action: -0.5 - episode_length: 21978\n", - "State: [-2.9777877 1.7989212] - Reward: -17622.29729887966 - Action: -0.5 - episode_length: 21979\n", - "State: [-2.9777877 1.7989212] - Reward: -17623.09907772769 - Action: -0.5 - episode_length: 21980\n", - "State: [-2.9777877 1.7989212] - Reward: -17623.900856575718 - Action: -0.5 - episode_length: 21981\n", - "State: [-2.9777877 1.7989212] - Reward: -17624.702635423746 - Action: -0.5 - episode_length: 21982\n", - "State: [-2.9777877 1.7989212] - Reward: -17625.504414271774 - Action: -0.5 - episode_length: 21983\n", - "State: [-2.9777877 1.7989212] - Reward: -17626.306193119803 - Action: -0.5 - episode_length: 21984\n", - "State: [-2.9777877 1.7989212] - Reward: -17627.10797196783 - Action: -0.5 - episode_length: 21985\n", - "State: [-2.9777877 1.7989212] - Reward: -17627.90975081586 - Action: -0.5 - episode_length: 21986\n", - "State: [-2.9777877 1.7989212] - 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"State: [-2.9777877 1.7989212] - Reward: -19845.630044462232 - Action: -0.5 - episode_length: 24752\n", - "State: [-2.9777877 1.7989212] - Reward: -19846.43182331026 - Action: -0.5 - episode_length: 24753\n", - "State: [-2.9777877 1.7989212] - Reward: -19847.23360215829 - Action: -0.5 - episode_length: 24754\n", - "State: [-2.9777877 1.7989212] - Reward: -19848.035381006317 - Action: -0.5 - episode_length: 24755\n", - "State: [-2.9777877 1.7989212] - Reward: -19848.837159854345 - Action: -0.5 - episode_length: 24756\n", - "State: [-2.9777877 1.7989212] - Reward: -19849.638938702374 - Action: -0.5 - episode_length: 24757\n", - "State: [-2.9777877 1.7989212] - Reward: -19850.440717550402 - Action: -0.5 - episode_length: 24758\n", - "State: [-2.9777877 1.7989212] - Reward: -19851.24249639843 - Action: -0.5 - episode_length: 24759\n", - "State: [-2.9777877 1.7989212] - Reward: -19852.04427524646 - Action: -0.5 - episode_length: 24760\n", - "State: [-2.9777877 1.7989212] - Reward: -19852.846054094487 - 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Action: -0.5 - episode_length: 25892\n", - "State: [-2.9777877 1.7989212] - Reward: -20760.45971006256 - Action: -0.5 - episode_length: 25893\n", - "State: [-2.9777877 1.7989212] - Reward: -20761.26148891059 - Action: -0.5 - episode_length: 25894\n", - "State: [-2.9777877 1.7989212] - Reward: -20762.063267758618 - Action: -0.5 - episode_length: 25895\n", - "State: [-2.9777877 1.7989212] - Reward: -20762.865046606647 - Action: -0.5 - episode_length: 25896\n", - "State: [-2.9777877 1.7989212] - Reward: -20763.666825454675 - Action: -0.5 - episode_length: 25897\n", - "State: [-2.9777877 1.7989212] - Reward: -20764.468604302703 - Action: -0.5 - episode_length: 25898\n", - "State: [-2.9777877 1.7989212] - Reward: -20765.27038315073 - Action: -0.5 - episode_length: 25899\n", - "State: [-2.9777877 1.7989212] - Reward: -20766.07216199876 - Action: -0.5 - episode_length: 25900\n", - "State: [-2.9777877 1.7989212] - Reward: -20766.873940846788 - Action: -0.5 - episode_length: 25901\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 26849\n", - "State: [-2.9777877 1.7989212] - Reward: -21527.762067625677 - Action: -0.5 - episode_length: 26850\n", - "State: [-2.9777877 1.7989212] - Reward: -21528.563846473706 - Action: -0.5 - episode_length: 26851\n", - "State: [-2.9777877 1.7989212] - Reward: -21529.365625321734 - Action: -0.5 - episode_length: 26852\n", - "State: [-2.9777877 1.7989212] - Reward: -21530.167404169762 - Action: -0.5 - episode_length: 26853\n", - "State: [-2.9777877 1.7989212] - Reward: -21530.96918301779 - Action: -0.5 - episode_length: 26854\n", - "State: [-2.9777877 1.7989212] - Reward: -21531.77096186582 - Action: -0.5 - episode_length: 26855\n", - "State: [-2.9777877 1.7989212] - Reward: -21532.572740713847 - Action: -0.5 - episode_length: 26856\n", - "State: [-2.9777877 1.7989212] - Reward: -21533.374519561876 - Action: -0.5 - episode_length: 26857\n", - "State: [-2.9777877 1.7989212] - Reward: -21534.176298409904 - Action: -0.5 - episode_length: 26858\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 27864\n", - "State: [-2.9777877 1.7989212] - Reward: -22341.567598374437 - Action: -0.5 - episode_length: 27865\n", - "State: [-2.9777877 1.7989212] - Reward: -22342.369377222465 - Action: -0.5 - episode_length: 27866\n", - "State: [-2.9777877 1.7989212] - Reward: -22343.171156070493 - Action: -0.5 - episode_length: 27867\n", - "State: [-2.9777877 1.7989212] - Reward: -22343.97293491852 - Action: -0.5 - episode_length: 27868\n", - "State: [-2.9777877 1.7989212] - Reward: -22344.77471376655 - Action: -0.5 - episode_length: 27869\n", - "State: [-2.9777877 1.7989212] - Reward: -22345.57649261458 - Action: -0.5 - episode_length: 27870\n", - "State: [-2.9777877 1.7989212] - Reward: -22346.378271462607 - Action: -0.5 - episode_length: 27871\n", - "State: [-2.9777877 1.7989212] - Reward: -22347.180050310635 - Action: -0.5 - episode_length: 27872\n", - "State: [-2.9777877 1.7989212] - Reward: -22347.981829158663 - Action: -0.5 - episode_length: 27873\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 29720\n", - "State: [-2.9777877 1.7989212] - Reward: -23829.669140315025 - Action: -0.5 - episode_length: 29721\n", - "State: [-2.9777877 1.7989212] - Reward: -23830.470919163054 - Action: -0.5 - episode_length: 29722\n", - "State: [-2.9777877 1.7989212] - Reward: -23831.272698011082 - Action: -0.5 - episode_length: 29723\n", - "State: [-2.9777877 1.7989212] - Reward: -23832.07447685911 - Action: -0.5 - episode_length: 29724\n", - "State: [-2.9777877 1.7989212] - Reward: -23832.87625570714 - Action: -0.5 - episode_length: 29725\n", - "State: [-2.9777877 1.7989212] - Reward: -23833.678034555167 - Action: -0.5 - episode_length: 29726\n", - "State: [-2.9777877 1.7989212] - Reward: -23834.479813403195 - Action: -0.5 - episode_length: 29727\n", - "State: [-2.9777877 1.7989212] - Reward: -23835.281592251224 - Action: -0.5 - episode_length: 29728\n", - "State: [-2.9777877 1.7989212] - Reward: -23836.083371099252 - Action: -0.5 - episode_length: 29729\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 29749\n", - "State: [-2.9777877 1.7989212] - Reward: -23852.920726907847 - Action: -0.5 - episode_length: 29750\n", - "State: [-2.9777877 1.7989212] - Reward: -23853.722505755875 - Action: -0.5 - episode_length: 29751\n", - "State: [-2.9777877 1.7989212] - Reward: -23854.524284603904 - Action: -0.5 - episode_length: 29752\n", - "State: [-2.9777877 1.7989212] - Reward: -23855.326063451932 - Action: -0.5 - episode_length: 29753\n", - "State: [-2.9777877 1.7989212] - Reward: -23856.12784229996 - Action: -0.5 - episode_length: 29754\n", - "State: [-2.9777877 1.7989212] - Reward: -23856.92962114799 - Action: -0.5 - episode_length: 29755\n", - "State: [-2.9777877 1.7989212] - Reward: -23857.731399996017 - Action: -0.5 - episode_length: 29756\n", - "State: [-2.9777877 1.7989212] - Reward: -23858.533178844045 - Action: -0.5 - episode_length: 29757\n", - "State: [-2.9777877 1.7989212] - Reward: -23859.334957692074 - Action: -0.5 - episode_length: 29758\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 29807\n", - "State: [-2.9777877 1.7989212] - Reward: -23899.42390009349 - Action: -0.5 - episode_length: 29808\n", - "State: [-2.9777877 1.7989212] - Reward: -23900.22567894152 - Action: -0.5 - episode_length: 29809\n", - "State: [-2.9777877 1.7989212] - Reward: -23901.027457789547 - Action: -0.5 - episode_length: 29810\n", - "State: [-2.9777877 1.7989212] - Reward: -23901.829236637575 - Action: -0.5 - episode_length: 29811\n", - "State: [-2.9777877 1.7989212] - Reward: -23902.631015485604 - Action: -0.5 - episode_length: 29812\n", - "State: [-2.9777877 1.7989212] - Reward: -23903.432794333632 - Action: -0.5 - episode_length: 29813\n", - "State: [-2.9777877 1.7989212] - Reward: -23904.23457318166 - Action: -0.5 - episode_length: 29814\n", - "State: [-2.9777877 1.7989212] - Reward: -23905.03635202969 - Action: -0.5 - episode_length: 29815\n", - "State: [-2.9777877 1.7989212] - Reward: -23905.838130877717 - Action: -0.5 - episode_length: 29816\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 29836\n", - "State: [-2.9777877 1.7989212] - Reward: -23922.675486686312 - Action: -0.5 - episode_length: 29837\n", - "State: [-2.9777877 1.7989212] - Reward: -23923.47726553434 - Action: -0.5 - episode_length: 29838\n", - "State: [-2.9777877 1.7989212] - Reward: -23924.27904438237 - Action: -0.5 - episode_length: 29839\n", - "State: [-2.9777877 1.7989212] - Reward: -23925.080823230397 - Action: -0.5 - episode_length: 29840\n", - "State: [-2.9777877 1.7989212] - Reward: -23925.882602078425 - Action: -0.5 - episode_length: 29841\n", - "State: [-2.9777877 1.7989212] - Reward: -23926.684380926454 - Action: -0.5 - episode_length: 29842\n", - "State: [-2.9777877 1.7989212] - Reward: -23927.486159774482 - Action: -0.5 - episode_length: 29843\n", - "State: [-2.9777877 1.7989212] - Reward: -23928.28793862251 - Action: -0.5 - episode_length: 29844\n", - "State: [-2.9777877 1.7989212] - Reward: -23929.08971747054 - Action: -0.5 - episode_length: 29845\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 29865\n", - "State: [-2.9777877 1.7989212] - Reward: -23945.927073279134 - Action: -0.5 - episode_length: 29866\n", - "State: [-2.9777877 1.7989212] - Reward: -23946.728852127162 - Action: -0.5 - episode_length: 29867\n", - "State: [-2.9777877 1.7989212] - Reward: -23947.53063097519 - Action: -0.5 - episode_length: 29868\n", - "State: [-2.9777877 1.7989212] - Reward: -23948.33240982322 - Action: -0.5 - episode_length: 29869\n", - "State: [-2.9777877 1.7989212] - Reward: -23949.134188671247 - Action: -0.5 - episode_length: 29870\n", - "State: [-2.9777877 1.7989212] - Reward: -23949.935967519275 - Action: -0.5 - episode_length: 29871\n", - "State: [-2.9777877 1.7989212] - Reward: -23950.737746367304 - Action: -0.5 - episode_length: 29872\n", - "State: [-2.9777877 1.7989212] - Reward: -23951.539525215332 - Action: -0.5 - episode_length: 29873\n", - "State: [-2.9777877 1.7989212] - Reward: -23952.34130406336 - Action: -0.5 - episode_length: 29874\n", - "State: [-2.9777877 1.7989212] - Reward: -23953.14308291139 - Action: -0.5 - episode_length: 29875\n", - "State: [-2.9777877 1.7989212] - Reward: -23953.944861759417 - Action: -0.5 - episode_length: 29876\n", - "State: [-2.9777877 1.7989212] - Reward: -23954.746640607445 - Action: -0.5 - episode_length: 29877\n", - "State: [-2.9777877 1.7989212] - Reward: -23955.548419455474 - Action: -0.5 - episode_length: 29878\n", - "State: [-2.9777877 1.7989212] - Reward: -23956.350198303502 - Action: -0.5 - episode_length: 29879\n", - "State: [-2.9777877 1.7989212] - Reward: -23957.15197715153 - Action: -0.5 - episode_length: 29880\n", - "State: [-2.9777877 1.7989212] - Reward: -23957.95375599956 - Action: -0.5 - episode_length: 29881\n", - "State: [-2.9777877 1.7989212] - Reward: -23958.755534847587 - Action: -0.5 - episode_length: 29882\n", - "State: [-2.9777877 1.7989212] - Reward: -23959.557313695615 - Action: -0.5 - episode_length: 29883\n", - "State: [-2.9777877 1.7989212] - Reward: -23960.359092543644 - Action: -0.5 - episode_length: 29884\n", - 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Action: -0.5 - episode_length: 29894\n", - "State: [-2.9777877 1.7989212] - Reward: -23969.178659871955 - Action: -0.5 - episode_length: 29895\n", - "State: [-2.9777877 1.7989212] - Reward: -23969.980438719984 - Action: -0.5 - episode_length: 29896\n", - "State: [-2.9777877 1.7989212] - Reward: -23970.782217568012 - Action: -0.5 - episode_length: 29897\n", - "State: [-2.9777877 1.7989212] - Reward: -23971.58399641604 - Action: -0.5 - episode_length: 29898\n", - "State: [-2.9777877 1.7989212] - Reward: -23972.38577526407 - Action: -0.5 - episode_length: 29899\n", - "State: [-2.9777877 1.7989212] - Reward: -23973.187554112097 - Action: -0.5 - episode_length: 29900\n", - "State: [-2.9777877 1.7989212] - Reward: -23973.989332960125 - Action: -0.5 - episode_length: 29901\n", - "State: [-2.9777877 1.7989212] - Reward: -23974.791111808154 - Action: -0.5 - episode_length: 29902\n", - "State: [-2.9777877 1.7989212] - Reward: -23975.592890656182 - Action: -0.5 - episode_length: 29903\n", - "State: [-2.9777877 1.7989212] - Reward: -23976.39466950421 - Action: -0.5 - episode_length: 29904\n", - "State: [-2.9777877 1.7989212] - Reward: -23977.19644835224 - Action: -0.5 - episode_length: 29905\n", - "State: [-2.9777877 1.7989212] - Reward: -23977.998227200267 - Action: -0.5 - episode_length: 29906\n", - "State: [-2.9777877 1.7989212] - Reward: -23978.800006048295 - Action: -0.5 - episode_length: 29907\n", - "State: [-2.9777877 1.7989212] - Reward: -23979.601784896324 - Action: -0.5 - episode_length: 29908\n", - "State: [-2.9777877 1.7989212] - Reward: -23980.403563744352 - Action: -0.5 - episode_length: 29909\n", - "State: [-2.9777877 1.7989212] - Reward: -23981.20534259238 - Action: -0.5 - episode_length: 29910\n", - "State: [-2.9777877 1.7989212] - Reward: -23982.00712144041 - Action: -0.5 - episode_length: 29911\n", - "State: [-2.9777877 1.7989212] - Reward: -23982.808900288437 - Action: -0.5 - episode_length: 29912\n", - "State: [-2.9777877 1.7989212] - Reward: -23983.610679136465 - Action: -0.5 - episode_length: 29913\n", - 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Action: -0.5 - episode_length: 29923\n", - "State: [-2.9777877 1.7989212] - Reward: -23992.430246464777 - Action: -0.5 - episode_length: 29924\n", - "State: [-2.9777877 1.7989212] - Reward: -23993.232025312805 - Action: -0.5 - episode_length: 29925\n", - "State: [-2.9777877 1.7989212] - Reward: -23994.033804160834 - Action: -0.5 - episode_length: 29926\n", - "State: [-2.9777877 1.7989212] - Reward: -23994.835583008862 - Action: -0.5 - episode_length: 29927\n", - "State: [-2.9777877 1.7989212] - Reward: -23995.63736185689 - Action: -0.5 - episode_length: 29928\n", - "State: [-2.9777877 1.7989212] - Reward: -23996.43914070492 - Action: -0.5 - episode_length: 29929\n", - "State: [-2.9777877 1.7989212] - Reward: -23997.240919552947 - Action: -0.5 - episode_length: 29930\n", - "State: [-2.9777877 1.7989212] - Reward: -23998.042698400975 - Action: -0.5 - episode_length: 29931\n", - "State: [-2.9777877 1.7989212] - Reward: -23998.844477249004 - Action: -0.5 - episode_length: 29932\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 29952\n", - "State: [-2.9777877 1.7989212] - Reward: -24015.6818330576 - Action: -0.5 - episode_length: 29953\n", - "State: [-2.9777877 1.7989212] - Reward: -24016.483611905627 - Action: -0.5 - episode_length: 29954\n", - "State: [-2.9777877 1.7989212] - Reward: -24017.285390753656 - Action: -0.5 - episode_length: 29955\n", - "State: [-2.9777877 1.7989212] - Reward: -24018.087169601684 - Action: -0.5 - episode_length: 29956\n", - "State: [-2.9777877 1.7989212] - Reward: -24018.888948449712 - Action: -0.5 - episode_length: 29957\n", - "State: [-2.9777877 1.7989212] - Reward: -24019.69072729774 - Action: -0.5 - episode_length: 29958\n", - "State: [-2.9777877 1.7989212] - Reward: -24020.49250614577 - Action: -0.5 - episode_length: 29959\n", - "State: [-2.9777877 1.7989212] - Reward: -24021.294284993797 - Action: -0.5 - episode_length: 29960\n", - "State: [-2.9777877 1.7989212] - Reward: -24022.096063841826 - Action: -0.5 - episode_length: 29961\n", - "State: [-2.9777877 1.7989212] - Reward: -24022.897842689854 - Action: -0.5 - episode_length: 29962\n", - "State: [-2.9777877 1.7989212] - Reward: -24023.699621537882 - Action: -0.5 - episode_length: 29963\n", - "State: [-2.9777877 1.7989212] - Reward: -24024.50140038591 - Action: -0.5 - episode_length: 29964\n", - "State: [-2.9777877 1.7989212] - Reward: -24025.30317923394 - Action: -0.5 - episode_length: 29965\n", - "State: [-2.9777877 1.7989212] - Reward: -24026.104958081967 - Action: -0.5 - episode_length: 29966\n", - "State: [-2.9777877 1.7989212] - Reward: -24026.906736929996 - Action: -0.5 - episode_length: 29967\n", - "State: [-2.9777877 1.7989212] - Reward: -24027.708515778024 - Action: -0.5 - episode_length: 29968\n", - "State: [-2.9777877 1.7989212] - Reward: -24028.510294626052 - Action: -0.5 - episode_length: 29969\n", - "State: [-2.9777877 1.7989212] - Reward: -24029.31207347408 - Action: -0.5 - episode_length: 29970\n", - "State: [-2.9777877 1.7989212] - Reward: -24030.11385232211 - Action: -0.5 - episode_length: 29971\n", - 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Action: -0.5 - episode_length: 30474\n", - "State: [-2.9777877 1.7989212] - Reward: -24434.21039172839 - Action: -0.5 - episode_length: 30475\n", - "State: [-2.9777877 1.7989212] - Reward: -24435.012170576418 - Action: -0.5 - episode_length: 30476\n", - "State: [-2.9777877 1.7989212] - Reward: -24435.813949424446 - Action: -0.5 - episode_length: 30477\n", - "State: [-2.9777877 1.7989212] - Reward: -24436.615728272474 - Action: -0.5 - episode_length: 30478\n", - "State: [-2.9777877 1.7989212] - Reward: -24437.417507120503 - Action: -0.5 - episode_length: 30479\n", - "State: [-2.9777877 1.7989212] - Reward: -24438.21928596853 - Action: -0.5 - episode_length: 30480\n", - "State: [-2.9777877 1.7989212] - Reward: -24439.02106481656 - Action: -0.5 - episode_length: 30481\n", - "State: [-2.9777877 1.7989212] - Reward: -24439.822843664588 - Action: -0.5 - episode_length: 30482\n", - "State: [-2.9777877 1.7989212] - Reward: -24440.624622512616 - Action: -0.5 - episode_length: 30483\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 30503\n", - "State: [-2.9777877 1.7989212] - Reward: -24457.46197832121 - Action: -0.5 - episode_length: 30504\n", - "State: [-2.9777877 1.7989212] - Reward: -24458.26375716924 - Action: -0.5 - episode_length: 30505\n", - "State: [-2.9777877 1.7989212] - Reward: -24459.065536017268 - Action: -0.5 - episode_length: 30506\n", - "State: [-2.9777877 1.7989212] - Reward: -24459.867314865296 - Action: -0.5 - episode_length: 30507\n", - "State: [-2.9777877 1.7989212] - Reward: -24460.669093713324 - Action: -0.5 - episode_length: 30508\n", - "State: [-2.9777877 1.7989212] - Reward: -24461.470872561353 - Action: -0.5 - episode_length: 30509\n", - "State: [-2.9777877 1.7989212] - Reward: -24462.27265140938 - Action: -0.5 - episode_length: 30510\n", - "State: [-2.9777877 1.7989212] - Reward: -24463.07443025741 - Action: -0.5 - episode_length: 30511\n", - "State: [-2.9777877 1.7989212] - Reward: -24463.876209105438 - Action: -0.5 - episode_length: 30512\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 30532\n", - "State: [-2.9777877 1.7989212] - Reward: -24480.713564914033 - Action: -0.5 - episode_length: 30533\n", - "State: [-2.9777877 1.7989212] - Reward: -24481.51534376206 - Action: -0.5 - episode_length: 30534\n", - "State: [-2.9777877 1.7989212] - Reward: -24482.31712261009 - Action: -0.5 - episode_length: 30535\n", - "State: [-2.9777877 1.7989212] - Reward: -24483.118901458118 - Action: -0.5 - episode_length: 30536\n", - "State: [-2.9777877 1.7989212] - Reward: -24483.920680306146 - Action: -0.5 - episode_length: 30537\n", - "State: [-2.9777877 1.7989212] - Reward: -24484.722459154174 - Action: -0.5 - episode_length: 30538\n", - "State: [-2.9777877 1.7989212] - Reward: -24485.524238002203 - Action: -0.5 - episode_length: 30539\n", - "State: [-2.9777877 1.7989212] - Reward: -24486.32601685023 - Action: -0.5 - episode_length: 30540\n", - "State: [-2.9777877 1.7989212] - Reward: -24487.12779569826 - Action: -0.5 - episode_length: 30541\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 30764\n", - "State: [-2.9777877 1.7989212] - Reward: -24666.726257656606 - Action: -0.5 - episode_length: 30765\n", - "State: [-2.9777877 1.7989212] - Reward: -24667.528036504635 - Action: -0.5 - episode_length: 30766\n", - "State: [-2.9777877 1.7989212] - Reward: -24668.329815352663 - Action: -0.5 - episode_length: 30767\n", - "State: [-2.9777877 1.7989212] - Reward: -24669.13159420069 - Action: -0.5 - episode_length: 30768\n", - "State: [-2.9777877 1.7989212] - Reward: -24669.93337304872 - Action: -0.5 - episode_length: 30769\n", - "State: [-2.9777877 1.7989212] - Reward: -24670.735151896748 - Action: -0.5 - episode_length: 30770\n", - "State: [-2.9777877 1.7989212] - Reward: -24671.536930744776 - Action: -0.5 - episode_length: 30771\n", - "State: [-2.9777877 1.7989212] - Reward: -24672.338709592805 - Action: -0.5 - episode_length: 30772\n", - "State: [-2.9777877 1.7989212] - Reward: -24673.140488440833 - Action: -0.5 - episode_length: 30773\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 30909\n", - "State: [-2.9777877 1.7989212] - Reward: -24782.984190620715 - Action: -0.5 - episode_length: 30910\n", - "State: [-2.9777877 1.7989212] - Reward: -24783.785969468743 - Action: -0.5 - episode_length: 30911\n", - "State: [-2.9777877 1.7989212] - Reward: -24784.58774831677 - Action: -0.5 - episode_length: 30912\n", - "State: [-2.9777877 1.7989212] - Reward: -24785.3895271648 - Action: -0.5 - episode_length: 30913\n", - "State: [-2.9777877 1.7989212] - Reward: -24786.191306012828 - Action: -0.5 - episode_length: 30914\n", - "State: [-2.9777877 1.7989212] - Reward: -24786.993084860856 - Action: -0.5 - episode_length: 30915\n", - "State: [-2.9777877 1.7989212] - Reward: -24787.794863708885 - Action: -0.5 - episode_length: 30916\n", - "State: [-2.9777877 1.7989212] - Reward: -24788.596642556913 - Action: -0.5 - episode_length: 30917\n", - "State: [-2.9777877 1.7989212] - Reward: -24789.39842140494 - Action: -0.5 - episode_length: 30918\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 30938\n", - "State: [-2.9777877 1.7989212] - Reward: -24806.235777213536 - Action: -0.5 - episode_length: 30939\n", - "State: [-2.9777877 1.7989212] - Reward: -24807.037556061565 - Action: -0.5 - episode_length: 30940\n", - "State: [-2.9777877 1.7989212] - Reward: -24807.839334909593 - Action: -0.5 - episode_length: 30941\n", - "State: [-2.9777877 1.7989212] - Reward: -24808.64111375762 - Action: -0.5 - episode_length: 30942\n", - "State: [-2.9777877 1.7989212] - Reward: -24809.44289260565 - Action: -0.5 - episode_length: 30943\n", - "State: [-2.9777877 1.7989212] - Reward: -24810.244671453678 - Action: -0.5 - episode_length: 30944\n", - "State: [-2.9777877 1.7989212] - Reward: -24811.046450301706 - Action: -0.5 - episode_length: 30945\n", - "State: [-2.9777877 1.7989212] - Reward: -24811.848229149735 - Action: -0.5 - episode_length: 30946\n", - "State: [-2.9777877 1.7989212] - Reward: -24812.650007997763 - Action: -0.5 - episode_length: 30947\n", - "State: [-2.9777877 1.7989212] - 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Action: -0.5 - episode_length: 30967\n", - "State: [-2.9777877 1.7989212] - Reward: -24829.48736380636 - Action: -0.5 - episode_length: 30968\n", - "State: [-2.9777877 1.7989212] - Reward: -24830.289142654387 - Action: -0.5 - episode_length: 30969\n", - "State: [-2.9777877 1.7989212] - Reward: -24831.090921502415 - Action: -0.5 - episode_length: 30970\n", - "State: [-2.9777877 1.7989212] - Reward: -24831.892700350443 - Action: -0.5 - episode_length: 30971\n", - "State: [-2.9777877 1.7989212] - Reward: -24832.69447919847 - Action: -0.5 - episode_length: 30972\n", - "State: [-2.9777877 1.7989212] - Reward: -24833.4962580465 - Action: -0.5 - episode_length: 30973\n", - "State: [-2.9777877 1.7989212] - Reward: -24834.29803689453 - Action: -0.5 - episode_length: 30974\n", - "State: [-2.9777877 1.7989212] - Reward: -24835.099815742557 - Action: -0.5 - episode_length: 30975\n", - "State: [-2.9777877 1.7989212] - Reward: -24835.901594590585 - Action: -0.5 - episode_length: 30976\n", - "State: [-2.9777877 1.7989212] - 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"State: [-2.9777877 1.7989212] - Reward: -27193.131407793888 - Action: -0.5 - episode_length: 33916\n", - "State: [-2.9777877 1.7989212] - Reward: -27193.933186641916 - Action: -0.5 - episode_length: 33917\n", - "State: [-2.9777877 1.7989212] - Reward: -27194.734965489944 - Action: -0.5 - episode_length: 33918\n", - "State: [-2.9777877 1.7989212] - Reward: -27195.536744337973 - Action: -0.5 - episode_length: 33919\n", - "State: [-2.9777877 1.7989212] - Reward: -27196.338523186 - Action: -0.5 - episode_length: 33920\n", - "State: [-2.9777877 1.7989212] - Reward: -27197.14030203403 - Action: -0.5 - episode_length: 33921\n", - "State: [-2.9777877 1.7989212] - Reward: -27197.942080882058 - Action: -0.5 - episode_length: 33922\n", - "State: [-2.9777877 1.7989212] - Reward: -27198.743859730086 - Action: -0.5 - episode_length: 33923\n", - "State: [-2.9777877 1.7989212] - Reward: -27199.545638578114 - Action: -0.5 - episode_length: 33924\n", - "State: [-2.9777877 1.7989212] - Reward: -27200.347417426143 - Action: -0.5 - episode_length: 33925\n", - "State: [-2.9777877 1.7989212] - Reward: -27201.14919627417 - Action: -0.5 - episode_length: 33926\n", - "State: [-2.9777877 1.7989212] - Reward: -27201.9509751222 - Action: -0.5 - episode_length: 33927\n", - "State: [-2.9777877 1.7989212] - Reward: -27202.752753970228 - Action: -0.5 - episode_length: 33928\n", - "State: [-2.9777877 1.7989212] - Reward: -27203.554532818256 - Action: -0.5 - episode_length: 33929\n", - "State: [-2.9777877 1.7989212] - Reward: -27204.356311666284 - Action: -0.5 - episode_length: 33930\n", - "State: [-2.9777877 1.7989212] - Reward: -27205.158090514313 - Action: -0.5 - episode_length: 33931\n", - "State: [-2.9777877 1.7989212] - Reward: -27205.95986936234 - Action: -0.5 - episode_length: 33932\n", - "State: [-2.9777877 1.7989212] - Reward: -27206.76164821037 - Action: -0.5 - episode_length: 33933\n", - "State: [-2.9777877 1.7989212] - Reward: -27207.563427058398 - Action: -0.5 - episode_length: 33934\n", - "State: [-2.9777877 1.7989212] - Reward: -27208.365205906426 - Action: -0.5 - episode_length: 33935\n", - "State: [-2.9777877 1.7989212] - Reward: -27209.166984754454 - Action: -0.5 - episode_length: 33936\n", - "State: [-2.9777877 1.7989212] - Reward: -27209.968763602483 - Action: -0.5 - episode_length: 33937\n", - "State: [-2.9777877 1.7989212] - Reward: -27210.77054245051 - Action: -0.5 - episode_length: 33938\n", - "State: [-2.9777877 1.7989212] - Reward: -27211.57232129854 - Action: -0.5 - episode_length: 33939\n", - "State: [-2.9777877 1.7989212] - Reward: -27212.374100146568 - Action: -0.5 - episode_length: 33940\n", - "State: [-2.9777877 1.7989212] - Reward: -27213.175878994596 - Action: -0.5 - episode_length: 33941\n", - "State: [-2.9777877 1.7989212] - Reward: -27213.977657842624 - Action: -0.5 - episode_length: 33942\n", - "State: [-2.9777877 1.7989212] - Reward: -27214.779436690653 - Action: -0.5 - episode_length: 33943\n", - "State: [-2.9777877 1.7989212] - Reward: -27215.58121553868 - Action: -0.5 - episode_length: 33944\n", - "State: [-2.9777877 1.7989212] - Reward: -27216.38299438671 - Action: -0.5 - episode_length: 33945\n", - "State: [-2.9777877 1.7989212] - Reward: -27217.184773234738 - Action: -0.5 - episode_length: 33946\n", - "State: [-2.9777877 1.7989212] - Reward: -27217.986552082766 - Action: -0.5 - episode_length: 33947\n", - "State: [-2.9777877 1.7989212] - Reward: -27218.788330930794 - Action: -0.5 - episode_length: 33948\n", - "State: [-2.9777877 1.7989212] - Reward: -27219.590109778823 - Action: -0.5 - episode_length: 33949\n", - "State: [-2.9777877 1.7989212] - Reward: -27220.39188862685 - Action: -0.5 - episode_length: 33950\n", - "State: [-2.9777877 1.7989212] - Reward: -27221.19366747488 - Action: -0.5 - episode_length: 33951\n", - "State: [-2.9777877 1.7989212] - Reward: -27221.995446322908 - Action: -0.5 - episode_length: 33952\n", - "State: [-2.9777877 1.7989212] - Reward: -27222.797225170936 - Action: -0.5 - episode_length: 33953\n", - "State: [-2.9777877 1.7989212] - Reward: -27223.599004018964 - 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"State: [-2.9777877 1.7989212] - Reward: -27239.63458097953 - Action: -0.5 - episode_length: 33974\n", - "State: [-2.9777877 1.7989212] - Reward: -27240.43635982756 - Action: -0.5 - episode_length: 33975\n", - "State: [-2.9777877 1.7989212] - Reward: -27241.238138675588 - Action: -0.5 - episode_length: 33976\n", - "State: [-2.9777877 1.7989212] - Reward: -27242.039917523616 - Action: -0.5 - episode_length: 33977\n", - "State: [-2.9777877 1.7989212] - Reward: -27242.841696371645 - Action: -0.5 - episode_length: 33978\n", - "State: [-2.9777877 1.7989212] - Reward: -27243.643475219673 - Action: -0.5 - episode_length: 33979\n", - "State: [-2.9777877 1.7989212] - Reward: -27244.4452540677 - Action: -0.5 - episode_length: 33980\n", - "State: [-2.9777877 1.7989212] - Reward: -27245.24703291573 - Action: -0.5 - episode_length: 33981\n", - "State: [-2.9777877 1.7989212] - Reward: -27246.048811763758 - Action: -0.5 - episode_length: 33982\n", - "State: [-2.9777877 1.7989212] - Reward: -27246.850590611786 - Action: -0.5 - episode_length: 33983\n", - "State: [-2.9777877 1.7989212] - Reward: -27247.652369459815 - Action: -0.5 - episode_length: 33984\n", - "State: [-2.9777877 1.7989212] - Reward: -27248.454148307843 - Action: -0.5 - episode_length: 33985\n", - "State: [-2.9777877 1.7989212] - Reward: -27249.25592715587 - Action: -0.5 - episode_length: 33986\n", - "State: [-2.9777877 1.7989212] - Reward: -27250.0577060039 - Action: -0.5 - episode_length: 33987\n", - "State: [-2.9777877 1.7989212] - Reward: -27250.859484851928 - Action: -0.5 - episode_length: 33988\n", - "State: [-2.9777877 1.7989212] - Reward: -27251.661263699956 - Action: -0.5 - episode_length: 33989\n", - "State: [-2.9777877 1.7989212] - Reward: -27252.463042547985 - Action: -0.5 - episode_length: 33990\n", - "State: [-2.9777877 1.7989212] - Reward: -27253.264821396013 - Action: -0.5 - episode_length: 33991\n", - "State: [-2.9777877 1.7989212] - Reward: -27254.06660024404 - Action: -0.5 - episode_length: 33992\n", - "State: [-2.9777877 1.7989212] - Reward: -27254.86837909207 - Action: -0.5 - episode_length: 33993\n", - "State: [-2.9777877 1.7989212] - Reward: -27255.670157940098 - Action: -0.5 - episode_length: 33994\n", - "State: [-2.9777877 1.7989212] - Reward: -27256.471936788126 - Action: -0.5 - episode_length: 33995\n" - ] - }, - { - "ename": "KeyboardInterrupt", - "evalue": "", - "output_type": "error", - "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", - "Cell \u001b[1;32mIn[12], line 18\u001b[0m\n\u001b[0;32m 16\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mInitial state: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mstate\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m 17\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m done: \u001b[38;5;66;03m#:and episode_length < 100:\u001b[39;00m\n\u001b[1;32m---> 18\u001b[0m action \u001b[38;5;241m=\u001b[39m get_optimal_action(state, pi)\n\u001b[0;32m 19\u001b[0m state, reward, done, _, _ \u001b[38;5;241m=\u001b[39m glider\u001b[38;5;241m.\u001b[39mstep(action)\n\u001b[0;32m 20\u001b[0m state \u001b[38;5;241m=\u001b[39m state[\u001b[38;5;241m0\u001b[39m]\n", - "File \u001b[1;32mc:\\users\\nicor\\dynamicprogramming\\src\\utils\\utils.py:79\u001b[0m, in \u001b[0;36mget_optimal_action\u001b[1;34m(state, optimal_policy)\u001b[0m\n\u001b[0;32m 67\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_optimal_action\u001b[39m(state:np\u001b[38;5;241m.\u001b[39marray, optimal_policy:np\u001b[38;5;241m.\u001b[39marray):\n\u001b[0;32m 68\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[0;32m 69\u001b[0m \u001b[38;5;124;03m Aproximate the optimal action for a given state using the provided optimal policy\u001b[39;00m\n\u001b[0;32m 70\u001b[0m \u001b[38;5;124;03m with barycentric interpolation.\u001b[39;00m\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 77\u001b[0m \u001b[38;5;124;03m action: The optimal action for the given state.\u001b[39;00m\n\u001b[0;32m 78\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m \n\u001b[1;32m---> 79\u001b[0m lambdas, simmplex_info \u001b[38;5;241m=\u001b[39m get_barycentric_coordinates(optimal_policy, state)\n\u001b[0;32m 80\u001b[0m simplex, points_indexes \u001b[38;5;241m=\u001b[39m simmplex_info\n\u001b[0;32m 81\u001b[0m actions \u001b[38;5;241m=\u001b[39m optimal_policy\u001b[38;5;241m.\u001b[39maction_space\n", - "File \u001b[1;32mc:\\users\\nicor\\dynamicprogramming\\src\\utils\\utils.py:40\u001b[0m, in \u001b[0;36mget_barycentric_coordinates\u001b[1;34m(op, point)\u001b[0m\n\u001b[0;32m 38\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_barycentric_coordinates\u001b[39m(op:np\u001b[38;5;241m.\u001b[39marray, point:np\u001b[38;5;241m.\u001b[39marray)\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m\u001b[38;5;28mtuple\u001b[39m:\n\u001b[1;32m---> 40\u001b[0m simplex_index \u001b[38;5;241m=\u001b[39m op\u001b[38;5;241m.\u001b[39mtriangulation\u001b[38;5;241m.\u001b[39mfind_simplex(point)\n\u001b[0;32m 41\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m simplex_index \u001b[38;5;241m!=\u001b[39m \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m: \u001b[38;5;66;03m# -1 indicates that the point is outside the convex hull\u001b[39;00m\n\u001b[0;32m 42\u001b[0m points_indexes \u001b[38;5;241m=\u001b[39m op\u001b[38;5;241m.\u001b[39mtriangulation\u001b[38;5;241m.\u001b[39msimplices[simplex_index]\n", - "\u001b[1;31mKeyboardInterrupt\u001b[0m: " - ] - } - ], + "outputs": [], "source": [ + "STALL_AIRSPEED = 27.331231856346\n", "from utils.utils import get_optimal_action\n", - "\n", + "from tqdm import tqdm\n", "with open(glider.__class__.__name__ + \".pkl\", \"rb\") as f:\n", " pi: PolicyIteration = pickle.load(f)\n", "\n", + "prom_episode_lenght = 0\n", "dict_result = {}\n", - "for state in pi.states_space:\n", - " state = np.array([-2.9777877, 1.7989212])\n", + "dict_episode_length = {}\n", + "state_spaces = [v for v in pi.states_space if v[0] > -np.pi/2]\n", + "for state in tqdm(state_spaces):\n", + " #state = np.array([-1.8181818, 0.6], dtype=np.float32)\n", " initial_state = state.copy()\n", + " prev_state = state.copy()\n", " glider.reset()\n", " glider.airplane.flight_path_angle = state[0]\n", " glider.airplane.airspeed_norm = state[1]\n", - " total_reward = 0\n", " done = False\n", " episode_length = 0\n", - " print(f\"Initial state: {state}\")\n", - " while not done: #:and episode_length < 100:\n", + " total_reward = 0\n", + " while not done:\n", " action = get_optimal_action(state, pi)\n", + " prev_state = state.copy()\n", " state, reward, done, _, _ = glider.step(action)\n", + " done = bool(done)\n", " state = state[0]\n", " # check if our state is in the state space\n", " index = pi.triangulation.find_simplex(state)\n", - " total_reward += reward*27.331231856346\n", - " if done or index == -1: done = True\n", + " total_reward -= reward*STALL_AIRSPEED\n", + " if (index ==-1) or episode_length > 70: \n", + " done = True\n", " episode_length += 1\n", - " print(f\"State: {state} - Reward: {total_reward} - Action: {action} - episode_length: {episode_length}\")\n", + " if episode_length > 70:\n", + " print(f\"State: {state} - Reward: {total_reward} - Action: {action} - episode_length: {episode_length}\")\n", " dict_result[tuple(initial_state)] = total_reward\n", - " 1/0\n", + " dict_episode_length[tuple(initial_state)] = episode_length\n", + " prom_episode_lenght += episode_length / len(pi.states_space)\n", " #print(f\"Initial state: {initial_state} - Total reward: {total_reward}\")" ] }, @@ -34155,20 +276,21 @@ "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", - "\n", + "#dict_result = dict_episode_length\n", "# Your dictionary with keys as coordinates (x, y) and values as the color intensity (z)\n", "# Extracting the x, y and z values\n", - "x = [np.degrees(coord[0]) for coord in dict_result.keys() if coord[0] >= -np.pi/2]\n", + "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", "#convert x to grad\n", - "y = [coord[1] for coord in dict_result.keys() if coord[0] >= -np.pi/2]\n", + "y = [coord[1] for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", "#convert y to Vs\n", "keys_list = list(dict_result.keys())\n", "values_list = list(dict_result.values())\n", - "z = [-v*20 for e,v in zip(keys_list, values_list) if e[0] >= -np.pi/2]\n", + "z = [v for e,v in zip(keys_list, values_list) if 0 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", "\n", "# Creating a 2D scatter plot\n", - "plt.scatter(y, x, c=z, cmap='turbo') # Change 'viridis' to any other colormap you like\n", - "plt.colorbar(label='', shrink=0.8, ) # Add color bar for the z values\n", + "cmap = plt.get_cmap('turbo', 2048)\n", + "plt.scatter(y, x, c=z, cmap=cmap) # Change 'viridis' to any other colormap you like\n", + "plt.colorbar(label='', shrink=0.8, ) # Add color bar for the z values\n", "\n", "# Add labels and a title\n", "plt.ylabel('Flight Path Angle (γ) [deg]')\n", @@ -34182,10 +304,11 @@ "ax = plt.gca() # Get current axes\n", "ax.set_yticks(np.linspace(x_min, x_max, 60), minor=True) # 20 minor ticks for grid\n", "ax.set_xticks(np.linspace(y_min, y_max, 60), minor=True) # 20 minor ticks for grid\n", - "\n", + "# put line x = 1\n", + "plt.axvline(x=1, color='k', linestyle='--')\n", "# Show the plot\n", - "plt.yticks(np.linspace(x_min, x_max, 6)) # Only 5 labels on x-axis\n", - "plt.xticks(np.linspace(y_min, y_max, 6)) # Only 5 labels on y-axis\n", + "plt.yticks(np.linspace(x_min, x_max, 10)) # Only 5 labels on x-axis\n", + "plt.xticks(np.linspace(y_min, y_max, 10)) # Only 5 labels on y-axis\n", "\n", "# Enable the minor grid lines\n", "ax.grid(which='minor', color='gray', linestyle='-', linewidth=0.5)\n", @@ -34202,6 +325,78 @@ "plt.show()\n" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "c8416867", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from scipy.interpolate import griddata\n", + "\n", + "# Your dictionary with keys as coordinates (x, y) and values as the color intensity (z)\n", + "# Extracting the x, y and z values\n", + "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "y = [coord[1] for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "keys_list = list(dict_result.keys())\n", + "values_list = list(dict_result.values())\n", + "z = [v for e,v in zip(keys_list, values_list) if 0 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", + "\n", + "# Create a grid for interpolation\n", + "x_grid = np.linspace(min(x), max(x), 100)\n", + "y_grid = np.linspace(min(y), max(y), 100)\n", + "X, Y = np.meshgrid(x_grid, y_grid)\n", + "\n", + "# Interpolate the scattered data into the grid\n", + "Z = griddata((y, x), z, (Y, X), method='linear')\n", + "\n", + "# Create the scatter plot\n", + "cmap = plt.get_cmap('turbo', 2048)\n", + "plt.scatter(y, x, c=z, cmap=cmap)\n", + "\n", + "# Add color bar\n", + "plt.colorbar(label='', shrink=0.8)\n", + "contour_levels = np.linspace(np.min(z), np.max(z), 10) # 10 levels\n", + "contour_levels = contour_levels[contour_levels != 0] # Remove zero from levels\n", + "\n", + "# Add contour lines on top of the scatter plot\n", + "contour = plt.contour(Y, X, Z, levels=contour_levels, colors='black', linewidths=0.5)\n", + "plt.clabel(contour, inline=True, fontsize=8) # Optional: add labels to the contours\n", + "\n", + "# Add labels and a title\n", + "plt.ylabel('Flight Path Angle (γ) [deg]')\n", + "plt.xlabel('V/Vs')\n", + "\n", + "# Plot vertical line at x=1\n", + "plt.axvline(x=1, color='k', linestyle='--')\n", + "\n", + "# Configure the minor ticks and grid\n", + "x_min, x_max = min(x), max(x)\n", + "y_min, y_max = min(y), max(y)\n", + "ax = plt.gca() # Get current axes\n", + "ax.set_yticks(np.linspace(x_min, x_max, 60), minor=True)\n", + "ax.set_xticks(np.linspace(y_min, y_max, 60), minor=True)\n", + "plt.yticks(np.linspace(x_min, x_max, 10)) # Major ticks on y-axis\n", + "plt.xticks(np.linspace(y_min, y_max, 10)) # Major ticks on x-axis\n", + "\n", + "# Set size of the plot\n", + "plt.gcf().set_size_inches(9, 5)\n", + "\n", + "# Enable the minor grid lines\n", + "ax.grid(which='minor', color='white', linestyle='-', linewidth=0.25)\n", + "\n", + "# Habilitar la cuadrícula en las marcas menores\n", + "ax.grid(which='minor', color='white', linestyle='-', linewidth=0.25)\n", + "\n", + "# Save the image\n", + "plt.savefig('output_with_contours.png', bbox_inches='tight')\n", + "\n", + "# Show the plot\n", + "plt.show()\n" + ] + }, { "cell_type": "markdown", "id": "3c8fe4a4", From 3157915d281736fcf964f33a214edc602e6cd66a Mon Sep 17 00:00:00 2001 From: nromero Date: Fri, 4 Oct 2024 15:43:30 -0300 Subject: [PATCH 3/9] last working env --- airplane/reduced_symmetric_glider_pullout.py | 11 +- src/PolicyIteration.py | 3 +- src/utils/utils.py | 2 +- test.py | 6 +- testing.ipynb | 327 +++++++++---------- 5 files changed, 170 insertions(+), 179 deletions(-) diff --git a/airplane/reduced_symmetric_glider_pullout.py b/airplane/reduced_symmetric_glider_pullout.py index 2561da5..edc4f85 100644 --- a/airplane/reduced_symmetric_glider_pullout.py +++ b/airplane/reduced_symmetric_glider_pullout.py @@ -45,16 +45,21 @@ def step(self, action: list): # Update state c_lift = action #action[0] + terminated = self.termination() + self.airplane.command_airplane(c_lift, 0, 0) # Calculate step reward: Height Loss reward = self.airplane.TIME_STEP * self.airplane.airspeed_norm * np.sin(self.airplane.flight_path_angle) - terminated = self.termination() + observation = self._get_obs() info = self._get_info() return observation, reward, terminated, False, info def termination(self,): - terminate = np.where( ((self.airplane.flight_path_angle >= 0.0) | (self.airplane.flight_path_angle <= -np.pi)), True, False) - return terminate \ No newline at end of file + #terminate = np.where( (((self.airplane.flight_path_angle >= 0.0) | (self.airplane.flight_path_angle <= -np.pi)) & (self.airplane.airspeed_norm >= 1) ), True, False) + terminate = np.where((self.airplane.flight_path_angle >= 0.0) & (self.airplane.airspeed_norm >= 1) , True, False) + + return terminate + #return (self.airplane.flight_path_angle >= 0.0) and (self.airplane.airspeed_norm >= 1) \ No newline at end of file diff --git a/src/PolicyIteration.py b/src/PolicyIteration.py index ed3bde9..cbeb93d 100644 --- a/src/PolicyIteration.py +++ b/src/PolicyIteration.py @@ -228,13 +228,14 @@ def calculate_transition_reward_table(self): self.env.airplane.flight_path_angle = state[:,0].copy() self.env.airplane.airspeed_norm = state[:,1].copy() - obs_gpu, reward_gpu, _, _, _ = self.env.step(action) + obs_gpu, reward_gpu, terminated, _, _ = self.env.step(action) # log if any state is outside the bounds of the environment states_outside_gpu = self.__in_cell__(obs_gpu) if bool(cp.any(~states_outside_gpu)): # get the indexes of the states outside the bounds #reward_gpu = cp.where(states_outside_gpu, reward_gpu, -1) logger.warning(f"Some states are outside the bounds of the environment.") + reward_gpu = cp.where(terminated, 0, reward_gpu) # if any state is outside the bounds of the environment clip it to the bounds obs_gpu = cp.clip(obs_gpu, self.cell_lower_bounds, self.cell_upper_bounds) # get the barycentric coordinates of the resulting state in CPU for now. diff --git a/src/utils/utils.py b/src/utils/utils.py index 211c11c..7009c56 100644 --- a/src/utils/utils.py +++ b/src/utils/utils.py @@ -76,7 +76,7 @@ def get_optimal_action(state:np.array, optimal_policy:np.array): Returns: action: The optimal action for the given state. """ - lambdas, simmplex_info = optimal_policy.barycentric_coordinates(state) + lambdas, simmplex_info = get_barycentric_coordinates(optimal_policy,state) simplex, points_indexes = simmplex_info actions = optimal_policy.action_space probabilities = np.zeros(len(actions), dtype=np.float32) diff --git a/test.py b/test.py index 033d842..a6048c0 100644 --- a/test.py +++ b/test.py @@ -8,20 +8,20 @@ glider = gym.make('ReducedSymmetricGliderPullout-v0') bins_space = { - "flight_path_angle": np.linspace(-np.pi, .001, 100, dtype=np.float32), # Flight Path Angle (γ) (0) + "flight_path_angle": np.linspace(-np.pi, 0.00, 100, dtype=np.float32), # Flight Path Angle (γ) (0) "airspeed_norm": np.linspace(0.7, 4, 100, dtype=np.float32), # Air Speed (V) (1) } pi = PolicyIteration( env=glider, bins_space=bins_space, - action_space=np.linspace(-0.5, 1.0, 15, dtype=np.float32), + action_space=np.linspace(-0.4, 1.0, 15, dtype=np.float32), gamma=0.99, theta=1e-3, ) -#pi.run() +pi.run() with open(glider.__class__.__name__ + ".pkl", "rb") as f: pi: PolicyIteration = pickle.load(f) diff --git a/testing.ipynb b/testing.ipynb index 103916e..9806c8d 100644 --- a/testing.ipynb +++ b/testing.ipynb @@ -13,10 +13,18 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "id": "002626e9", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2024-10-04 15:29:13.008\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" + ] + } + ], "source": [ "import pickle\n", "import numpy as np\n", @@ -27,7 +35,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 2, "id": "95b5a85a", "metadata": {}, "outputs": [ @@ -35,166 +43,15 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-10-01 18:49:17.579\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.6 ]\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.581\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0. 4.]\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.583\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m132\u001b[0m - \u001b[1mThe action space is: [-0.5 -0.39285713 -0.2857143 -0.17857143 -0.07142857 0.03571429\n", + "\u001b[32m2024-10-04 15:29:14.688\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.6 ]\u001b[0m\n", + "\u001b[32m2024-10-04 15:29:14.690\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0. 4.]\u001b[0m\n", + "\u001b[32m2024-10-04 15:29:14.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m132\u001b[0m - \u001b[1mThe action space is: [-0.5 -0.39285713 -0.2857143 -0.17857143 -0.07142857 0.03571429\n", " 0.14285715 0.25 0.35714287 0.4642857 0.5714286 0.6785714\n", " 0.78571427 0.89285713 1. ]\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.584\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m133\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.585\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m134\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.587\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m147\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.589\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m148\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.590\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mCreating Delaunay triangulation over the state space...\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.785\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m354\u001b[0m - \u001b[1mDelaunay triangulation created.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.786\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m364\u001b[0m - \u001b[1mGenerating transition and reward function table...\u001b[0m\n", - "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:228: UserWarning: \u001b[33mWARN: Expects `terminated` signal to be a boolean, actual type: \u001b[0m\n", - " logger.warn(\n", - "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:159: UserWarning: \u001b[33mWARN: The obs returned by the `step()` method is not within the observation space.\u001b[0m\n", - " logger.warn(f\"{pre} is not within the observation space.\")\n", - "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:246: UserWarning: \u001b[33mWARN: The reward returned by `step()` must be a float, int, np.integer or np.floating, actual type: \u001b[0m\n", - " logger.warn(\n", - "\u001b[32m2024-10-01 18:49:17.792\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.899\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:17.922\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | 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states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.069\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.104\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.128\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.149\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.169\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.188\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.208\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.228\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.265\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m237\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.295\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m366\u001b[0m - \u001b[1mTransition and reward function table generated.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.300\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 0\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.301\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:18.317\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.4009999930858612 | Avg Error: 0.14800000190734863 | 21<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:19.937\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.03799999877810478 | Avg Error: 0.014999999664723873 | 0<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:21.336\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.004000000189989805 | Avg Error: 0.003000000026077032 | 0<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:22.895\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0010000000474974513 | Avg Error: 0.0010000000474974513 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.287\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.288\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.289\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.299\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 150000\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.300\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.302\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 1\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.303\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:24.313\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.8339999914169312 | Avg Error: 0.2199999988079071 | 0<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:25.748\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0430000014603138 | Avg Error: 0.017999999225139618 | 0<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:27.326\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.00800000037997961 | Avg Error: 0.004999999888241291 | 0<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:28.647\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0020000000949949026 | Avg Error: 0.0010000000474974513 | 7677<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.682\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.682\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.683\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 962\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.692\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 2\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.693\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:29.701\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 4.6539998054504395 | Avg Error: 0.017999999225139618 | 9553<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.673\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.674\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.674\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.683\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 354\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.683\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.684\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 3\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.685\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:30.694\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 4.02400016784668 | Avg Error: 0.014000000432133675 | 9836<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.667\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.668\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.668\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.675\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 232\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.676\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.677\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 4\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.678\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:31.686\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 3.755000114440918 | Avg Error: 0.012000000104308128 | 9889<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.621\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.622\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.622\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.637\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 146\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.639\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.641\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 5\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.642\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:32.651\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 3.4590001106262207 | Avg Error: 0.010999999940395355 | 9928<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.602\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.608\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 146\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.609\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.609\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 6\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.610\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:33.620\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 3.1549999713897705 | Avg Error: 0.008999999612569809 | 9927<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.550\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.550\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.551\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.558\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 132\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.558\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.559\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 7\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.560\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:34.569\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 2.5810000896453857 | Avg Error: 0.00800000037997961 | 9934<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.483\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.484\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.484\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.494\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 122\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.495\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.496\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 8\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.496\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:35.507\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 2.256999969482422 | Avg Error: 0.006000000052154064 | 9939<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.470\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.470\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.471\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.481\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 108\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.482\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.483\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 9\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.484\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:36.498\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 1.9290000200271606 | Avg Error: 0.004999999888241291 | 9946<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.469\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.469\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.470\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.478\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 104\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.479\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.479\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 10\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.480\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:37.490\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 1.5950000286102295 | Avg Error: 0.004000000189989805 | 9948<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.439\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.440\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.440\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.447\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 82\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.448\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.448\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 11\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.449\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:38.461\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 1.2580000162124634 | Avg Error: 0.0020000000949949026 | 9959<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.404\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.404\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.405\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.414\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 68\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.414\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.415\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 12\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.416\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:39.423\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.9330000281333923 | Avg Error: 0.0010000000474974513 | 9966<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.369\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.370\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.371\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.378\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 32\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.379\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.380\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 13\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.380\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:40.393\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.5889999866485596 | Avg Error: 0.0010000000474974513 | 9984<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.321\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.321\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.322\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.328\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m340\u001b[0m - \u001b[1mThe number of updated different actions: 22\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.328\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.329\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1msolving step 14\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.329\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m283\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:41.340\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.257999986410141 | Avg Error: 0.0 | 9989<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:42.295\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m301\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:42.296\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m318\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:42.296\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:42.304\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m343\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-01 18:49:42.317\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36msave\u001b[0m:\u001b[36m387\u001b[0m - \u001b[1mPolicy and value function saved.\u001b[0m\n" + "\u001b[32m2024-10-04 15:29:14.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m133\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", + "\u001b[32m2024-10-04 15:29:14.692\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m134\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", + "\u001b[32m2024-10-04 15:29:14.693\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m147\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", + "\u001b[32m2024-10-04 15:29:14.694\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m148\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" ] } ], @@ -217,15 +74,131 @@ ")\n", "\n", "\n", - "pi.run()" + "#pi.run()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "id": "5cd13daf", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/5000 [00:00 -np.pi/2]\n", "for state in tqdm(state_spaces):\n", - " #state = np.array([-1.8181818, 0.6], dtype=np.float32)\n", " initial_state = state.copy()\n", " prev_state = state.copy()\n", " glider.reset()\n", @@ -252,15 +224,18 @@ " prev_state = state.copy()\n", " state, reward, done, _, _ = glider.step(action)\n", " done = bool(done)\n", + " if done:\n", + " print(initial_state)\n", + " break\n", " state = state[0]\n", " # check if our state is in the state space\n", " index = pi.triangulation.find_simplex(state)\n", - " total_reward -= reward*STALL_AIRSPEED\n", + " if not done:\n", + " total_reward -= reward*STALL_AIRSPEED\n", " if (index ==-1) or episode_length > 70: \n", " done = True\n", " episode_length += 1\n", - " if episode_length > 70:\n", - " print(f\"State: {state} - Reward: {total_reward} - Action: {action} - episode_length: {episode_length}\")\n", + " \n", " dict_result[tuple(initial_state)] = total_reward\n", " dict_episode_length[tuple(initial_state)] = episode_length\n", " prom_episode_lenght += episode_length / len(pi.states_space)\n", @@ -269,10 +244,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "ab055601", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -299,7 +285,6 @@ "x_min, x_max = min(x), max(x)\n", "y_min, y_max = min(y), max(y)\n", "\n", - "\n", "# Set the minor ticks for the grid, keeping the dense grid with smaller squares\n", "ax = plt.gca() # Get current axes\n", "ax.set_yticks(np.linspace(x_min, x_max, 60), minor=True) # 20 minor ticks for grid\n", From e605c48910fcae67e388101ea15ef15fd8206808 Mon Sep 17 00:00:00 2001 From: nromero Date: Sun, 6 Oct 2024 19:40:35 -0300 Subject: [PATCH 4/9] VF with terminals states --- airplane/reduced_symmetric_glider_pullout.py | 41 ++++- src/PolicyIteration.py | 10 +- src/utils/utils.py | 4 +- test.py | 2 +- testing.ipynb | 181 ++++++------------- 5 files changed, 98 insertions(+), 140 deletions(-) diff --git a/airplane/reduced_symmetric_glider_pullout.py b/airplane/reduced_symmetric_glider_pullout.py index edc4f85..de57751 100644 --- a/airplane/reduced_symmetric_glider_pullout.py +++ b/airplane/reduced_symmetric_glider_pullout.py @@ -44,22 +44,49 @@ def reset(self, seed=None, options=None): def step(self, action: list): # Update state c_lift = action #action[0] + #self.airplane.command_airplane(c_lift, 0, 0) - terminated = self.termination() + delta_throttle = 0 + bank_rate = 0 - self.airplane.command_airplane(c_lift, 0, 0) + init_terminal = self.termination() + self.airplane.last_c_lift = c_lift + self.airplane.last_bank_rate = bank_rate + self.airplane.last_throttle = delta_throttle + + c_drag = self.airplane._cd_from_cl(c_lift) + + # V_dot = - g sin γ - 0.5 * (ρ S V^2 CD / m) + (thrust force / m) + airspeed_dot = - self.airplane.GRAVITY * np.sin(self.airplane.flight_path_angle) - 0.5 * self.airplane.AIR_DENSITY * ( + self.airplane.WING_SURFACE_AREA / self.airplane.MASS) * (self.airplane.airspeed_norm * self.airplane.STALL_AIRSPEED) ** 2 * c_drag \ + + (self.airplane.THROTTLE_LINEAR_MAPPING * delta_throttle / self.airplane.MASS) + + # γ_dot = 0.5 * (ρ S V CL cos µ / m) - g cos γ / V + flight_path_angle_dot = 0.5 * self.airplane.AIR_DENSITY * (self.airplane.WING_SURFACE_AREA / self.airplane.MASS) * ( + self.airplane.airspeed_norm * self.airplane.STALL_AIRSPEED) * c_lift * np.cos(self.airplane.bank_angle) \ + - (self.airplane.GRAVITY / (self.airplane.airspeed_norm * self.airplane.STALL_AIRSPEED)) * np.cos( + self.airplane.flight_path_angle) + + # μ_dot = μ_dot_commanded + bank_angle_dot = bank_rate + + self.airplane.airspeed_norm += self.airplane.TIME_STEP * (airspeed_dot / self.airplane.STALL_AIRSPEED) + self.airplane.flight_path_angle += self.airplane.TIME_STEP * flight_path_angle_dot + #clip the state to the observation space + self.airplane.airspeed_norm = np.clip(self.airplane.airspeed_norm, self.observation_space.low[1], self.observation_space.high[1]) + self.airplane.flight_path_angle = np.clip(self.airplane.flight_path_angle, self.observation_space.low[0], self.observation_space.high[0]) # Calculate step reward: Height Loss reward = self.airplane.TIME_STEP * self.airplane.airspeed_norm * np.sin(self.airplane.flight_path_angle) - observation = self._get_obs() + # Get the next state info = self._get_info() - return observation, reward, terminated, False, info + terminated = self.termination() | init_terminal + reward = np.where(init_terminal, 0, reward) + + return np.vstack([self.airplane.flight_path_angle, self.airplane.airspeed_norm], dtype=np.float32).T, reward, terminated, False, info def termination(self,): - #terminate = np.where( (((self.airplane.flight_path_angle >= 0.0) | (self.airplane.flight_path_angle <= -np.pi)) & (self.airplane.airspeed_norm >= 1) ), True, False) terminate = np.where((self.airplane.flight_path_angle >= 0.0) & (self.airplane.airspeed_norm >= 1) , True, False) - return terminate - #return (self.airplane.flight_path_angle >= 0.0) and (self.airplane.airspeed_norm >= 1) \ No newline at end of file diff --git a/src/PolicyIteration.py b/src/PolicyIteration.py index cbeb93d..f96f262 100644 --- a/src/PolicyIteration.py +++ b/src/PolicyIteration.py @@ -122,6 +122,10 @@ def __init__(self, env: gym.Env, self.grid = np.meshgrid(*self.bins_space.values(), indexing='ij') # Flatten and stack to create a list of points in the space self.states_space = np.vstack([g.ravel() for g in self.grid], dtype=np.float32).T + # get x and y coordinates + x = self.states_space[:,0] + y = self.states_space[:,1] + self.terminals_states = np.where((x >= 0.0) & (y >= 1) , True, False) # self.num_simplex_points:int = int(self.states_space[0].shape[0] + 1) # number of points in a simplex one more than the dimension self.space_dim:int = int(self.states_space[0].shape[0]) @@ -229,12 +233,13 @@ def calculate_transition_reward_table(self): self.env.airplane.airspeed_norm = state[:,1].copy() obs_gpu, reward_gpu, terminated, _, _ = self.env.step(action) + # log if any state is outside the bounds of the environment states_outside_gpu = self.__in_cell__(obs_gpu) if bool(cp.any(~states_outside_gpu)): # get the indexes of the states outside the bounds - #reward_gpu = cp.where(states_outside_gpu, reward_gpu, -1) logger.warning(f"Some states are outside the bounds of the environment.") + # if the state is terminal, set the reward to zero reward_gpu = cp.where(terminated, 0, reward_gpu) # if any state is outside the bounds of the environment clip it to the bounds obs_gpu = cp.clip(obs_gpu, self.cell_lower_bounds, self.cell_upper_bounds) @@ -248,6 +253,7 @@ def calculate_transition_reward_table(self): self.lambdas[:,j] = cp.asarray(lambdas, dtype=cp.float32) self.simplexes[:,j] = cp.asarray(simplexes, dtype=cp.float32) self.points_indexes[:,j] = cp.asarray(points_indexes, dtype=cp.int32) + def get_value(self, lambdas:cp.ndarray, point_indexes:cp.ndarray, value_function:cp.ndarray)->cp.ndarray: @@ -289,6 +295,8 @@ def policy_evaluation(self): for j, _ in enumerate(self.action_space): # Checkout 'Variable Resolution Discretization in Optimal Control, eq 5' next_state_value = self.get_value(self.lambdas[:, j], self.points_indexes[:, j], self.value_function) + # if terminal put zero + next_state_value = cp.where(self.terminals_states, 0, next_state_value) new_val += self.policy[:,j] * (self.reward[:,j] + self.gamma * next_state_value) new_value_function = new_val # update the error: the maximum difference between the new and old value functions diff --git a/src/utils/utils.py b/src/utils/utils.py index 7009c56..357383d 100644 --- a/src/utils/utils.py +++ b/src/utils/utils.py @@ -27,8 +27,8 @@ def plot_3D_value_function(vf: np.array, ax.set_xlabel('Flight Path Angle (γ) [deg]', labelpad=10) ax.set_ylabel('V/Vs', labelpad=10) ax.set_zlabel('Normalized Value Function', labelpad=10) - ax.set_xticks(np.linspace(min(X), max(X), 8)) # 5 ticks on the x-axis - ax.set_yticks(np.linspace(min(Y), max(Y), 8)) # 5 ticks on the y-axis + ax.set_xticks(np.round(np.linspace(min(X), max(X), 5))) # 5 ticks on the x-axis + ax.set_yticks(np.round(np.linspace(min(Y), max(Y), 5))) # 5 ticks on the y-axis # Add color bar to represent the value range if path is not None: plt.savefig(path) # Show the plot diff --git a/test.py b/test.py index a6048c0..dcd72ae 100644 --- a/test.py +++ b/test.py @@ -8,7 +8,7 @@ glider = gym.make('ReducedSymmetricGliderPullout-v0') bins_space = { - "flight_path_angle": np.linspace(-np.pi, 0.00, 100, dtype=np.float32), # Flight Path Angle (γ) (0) + "flight_path_angle": np.linspace(-np.pi, 0.0, 100, dtype=np.float32), # Flight Path Angle (γ) (0) "airspeed_norm": np.linspace(0.7, 4, 100, dtype=np.float32), # Air Speed (V) (1) } diff --git a/testing.ipynb b/testing.ipynb index 9806c8d..0ebee67 100644 --- a/testing.ipynb +++ b/testing.ipynb @@ -21,7 +21,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-10-04 15:29:13.008\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" + "\u001b[32m2024-10-06 18:37:52.355\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" ] } ], @@ -43,15 +43,15 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-10-04 15:29:14.688\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.6 ]\u001b[0m\n", - "\u001b[32m2024-10-04 15:29:14.690\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0. 4.]\u001b[0m\n", - "\u001b[32m2024-10-04 15:29:14.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m132\u001b[0m - \u001b[1mThe action space is: [-0.5 -0.39285713 -0.2857143 -0.17857143 -0.07142857 0.03571429\n", - " 0.14285715 0.25 0.35714287 0.4642857 0.5714286 0.6785714\n", - " 0.78571427 0.89285713 1. ]\u001b[0m\n", - "\u001b[32m2024-10-04 15:29:14.691\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m133\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", - "\u001b[32m2024-10-04 15:29:14.692\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m134\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", - "\u001b[32m2024-10-04 15:29:14.693\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m147\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", - "\u001b[32m2024-10-04 15:29:14.694\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m148\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" + "\u001b[32m2024-10-06 18:38:19.503\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", + "\u001b[32m2024-10-06 18:38:19.505\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0. 4.]\u001b[0m\n", + "\u001b[32m2024-10-06 18:38:19.507\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m136\u001b[0m - \u001b[1mThe action space is: [-4.000000e-01 -3.000000e-01 -2.000000e-01 -1.000000e-01 -5.551115e-17\n", + " 1.000000e-01 2.000000e-01 3.000000e-01 4.000000e-01 5.000000e-01\n", + " 6.000000e-01 7.000000e-01 8.000000e-01 9.000000e-01 1.000000e+00]\u001b[0m\n", + "\u001b[32m2024-10-06 18:38:19.508\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m137\u001b[0m - \u001b[1mNumber of states: 40000\u001b[0m\n", + "\u001b[32m2024-10-06 18:38:19.509\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mTotal states:600000\u001b[0m\n", + "\u001b[32m2024-10-06 18:38:19.512\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m151\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", + "\u001b[32m2024-10-06 18:38:19.513\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m152\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" ] } ], @@ -61,14 +61,14 @@ "glider = gym.make('ReducedSymmetricGliderPullout-v0')\n", "\n", "bins_space = {\n", - " \"flight_path_angle\": np.linspace(-np.pi, 0.0, 100, dtype=np.float32), # Flight Path Angle (γ) (0)\n", - " \"airspeed_norm\": np.linspace(0.6, 4.0, 100, dtype=np.float32), # Air Speed (V) (1)\n", + " \"flight_path_angle\": np.linspace(-np.pi, 0.0, 200, dtype=np.float32), # Flight Path Angle (γ) (0)\n", + " \"airspeed_norm\": np.linspace(0.7, 4.0, 200, dtype=np.float32), # Air Speed (V) (1)\n", "}\n", "\n", "pi = PolicyIteration(\n", " env=glider, \n", " bins_space=bins_space,\n", - " action_space=np.linspace(-0.5, 1.0, 15, dtype=np.float32),\n", + " action_space=np.linspace(-0.4, 1.0, 15, dtype=np.float32),\n", " gamma=0.99,\n", " theta=1e-3,\n", ")\n", @@ -79,7 +79,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 6, "id": "5cd13daf", "metadata": {}, "outputs": [ @@ -87,115 +87,19 @@ "name": "stderr", "output_type": "stream", "text": [ - " 0%| | 0/5000 [00:00 21\u001b[0m action \u001b[38;5;241m=\u001b[39m get_optimal_action(state, pi)\n\u001b[1;32m 22\u001b[0m prev_state \u001b[38;5;241m=\u001b[39m state\u001b[38;5;241m.\u001b[39mcopy()\n\u001b[1;32m 23\u001b[0m state, reward, done, _, _ \u001b[38;5;241m=\u001b[39m glider\u001b[38;5;241m.\u001b[39mstep(action)\n", + "File \u001b[0;32m~/DynamicProgramming/src/utils/utils.py:91\u001b[0m, in \u001b[0;36mget_optimal_action\u001b[0;34m(state, optimal_policy)\u001b[0m\n\u001b[1;32m 89\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m i, l \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28menumerate\u001b[39m(lambdas):\n\u001b[1;32m 90\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m j, action \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28menumerate\u001b[39m(actions):\n\u001b[0;32m---> 91\u001b[0m probabilities[j] \u001b[38;5;241m+\u001b[39m\u001b[38;5;241m=\u001b[39m l \u001b[38;5;241m*\u001b[39m \u001b[38;5;28mfloat\u001b[39m(optimal_policy\u001b[38;5;241m.\u001b[39mpolicy[points_indexes[i]][j])\n\u001b[1;32m 93\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mabs\u001b[39m(np\u001b[38;5;241m.\u001b[39msum(probabilities)\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1e-2\u001b[39m:\n\u001b[1;32m 94\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mThe probabilities do not sum to 1, sum is \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mnp\u001b[38;5;241m.\u001b[39msum(probabilities)\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n", + "\u001b[0;31mKeyboardInterrupt\u001b[0m: " ] } ], @@ -225,7 +129,6 @@ " state, reward, done, _, _ = glider.step(action)\n", " done = bool(done)\n", " if done:\n", - " print(initial_state)\n", " break\n", " state = state[0]\n", " # check if our state is in the state space\n", @@ -250,7 +153,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -292,8 +195,9 @@ "# put line x = 1\n", "plt.axvline(x=1, color='k', linestyle='--')\n", "# Show the plot\n", - "plt.yticks(np.linspace(x_min, x_max, 10)) # Only 5 labels on x-axis\n", - "plt.xticks(np.linspace(y_min, y_max, 10)) # Only 5 labels on y-axis\n", + "vals = np.round(np.linspace(x_min, x_max,7))\n", + "plt.yticks(vals) # Only 5 labels on x-axis\n", + "plt.xticks(np.linspace(round(y_min), round(y_max), 7)) # Only 5 labels on y-axis\n", "\n", "# Enable the minor grid lines\n", "ax.grid(which='minor', color='gray', linestyle='-', linewidth=0.5)\n", @@ -312,10 +216,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "c8416867", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_16928/398603835.py:31: UserWarning: The following kwargs were not used by contour: 'smooth'\n", + " contour = plt.contour(Y, X, Z, levels=contour_levels, colors='black', linewidths=0.75, smooth=1)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -347,7 +270,7 @@ "contour_levels = contour_levels[contour_levels != 0] # Remove zero from levels\n", "\n", "# Add contour lines on top of the scatter plot\n", - "contour = plt.contour(Y, X, Z, levels=contour_levels, colors='black', linewidths=0.5)\n", + "contour = plt.contour(Y, X, Z, levels=contour_levels, colors='black', linewidths=0.75, smooth=1)\n", "plt.clabel(contour, inline=True, fontsize=8) # Optional: add labels to the contours\n", "\n", "# Add labels and a title\n", @@ -363,8 +286,8 @@ "ax = plt.gca() # Get current axes\n", "ax.set_yticks(np.linspace(x_min, x_max, 60), minor=True)\n", "ax.set_xticks(np.linspace(y_min, y_max, 60), minor=True)\n", - "plt.yticks(np.linspace(x_min, x_max, 10)) # Major ticks on y-axis\n", - "plt.xticks(np.linspace(y_min, y_max, 10)) # Major ticks on x-axis\n", + "plt.yticks(np.linspace(x_min, x_max, 6)) # Major ticks on y-axis\n", + "plt.xticks(np.linspace(y_min, y_max, 4)) # Major ticks on x-axis\n", "\n", "# Set size of the plot\n", "plt.gcf().set_size_inches(9, 5)\n", From c4787b667145cf258cf83fe2ba082c75cb4a1fb3 Mon Sep 17 00:00:00 2001 From: nromero Date: Mon, 7 Oct 2024 15:43:56 -0300 Subject: [PATCH 5/9] refactor vidris graphics --- testing.ipynb | 227 ++++++++++++++++++++++++++++++++++++++------------ 1 file changed, 174 insertions(+), 53 deletions(-) diff --git a/testing.ipynb b/testing.ipynb index 0ebee67..8684c27 100644 --- a/testing.ipynb +++ b/testing.ipynb @@ -21,7 +21,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-10-06 18:37:52.355\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" + "\u001b[32m2024-10-07 15:26:11.940\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" ] } ], @@ -43,15 +43,167 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-10-06 18:38:19.503\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", - "\u001b[32m2024-10-06 18:38:19.505\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0. 4.]\u001b[0m\n", - "\u001b[32m2024-10-06 18:38:19.507\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m136\u001b[0m - \u001b[1mThe action space is: [-4.000000e-01 -3.000000e-01 -2.000000e-01 -1.000000e-01 -5.551115e-17\n", + "\u001b[32m2024-10-07 15:26:13.115\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.116\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0.5 4. ]\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.117\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m136\u001b[0m - \u001b[1mThe action space is: [-4.000000e-01 -3.000000e-01 -2.000000e-01 -1.000000e-01 -5.551115e-17\n", " 1.000000e-01 2.000000e-01 3.000000e-01 4.000000e-01 5.000000e-01\n", " 6.000000e-01 7.000000e-01 8.000000e-01 9.000000e-01 1.000000e+00]\u001b[0m\n", - "\u001b[32m2024-10-06 18:38:19.508\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m137\u001b[0m - \u001b[1mNumber of states: 40000\u001b[0m\n", - "\u001b[32m2024-10-06 18:38:19.509\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mTotal states:600000\u001b[0m\n", - "\u001b[32m2024-10-06 18:38:19.512\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m151\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", - "\u001b[32m2024-10-06 18:38:19.513\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m152\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" + "\u001b[32m2024-10-07 15:26:13.118\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m137\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.119\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.120\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m151\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.121\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m152\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.122\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m361\u001b[0m - \u001b[1mCreating Delaunay triangulation over the state space...\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.266\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m363\u001b[0m - \u001b[1mDelaunay triangulation created.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.267\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m373\u001b[0m - \u001b[1mGenerating transition and reward function table...\u001b[0m\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/core.py:311: UserWarning: \u001b[33mWARN: env.airplane to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.airplane` for environment variables or `env.get_wrapper_attr('airplane')` that will search the reminding wrappers.\u001b[0m\n", + " logger.warn(\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:228: UserWarning: \u001b[33mWARN: Expects `terminated` signal to be a boolean, actual type: \u001b[0m\n", + " logger.warn(\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:159: UserWarning: \u001b[33mWARN: The obs returned by the `step()` method is not within the observation space.\u001b[0m\n", + " logger.warn(f\"{pre} is not within the observation space.\")\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:246: UserWarning: \u001b[33mWARN: The reward returned by `step()` must be a float, int, np.integer or np.floating, actual type: \u001b[0m\n", + " logger.warn(\n", + "\u001b[32m2024-10-07 15:26:13.269\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.323\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.332\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.342\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.354\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.366\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.377\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.389\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.401\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.412\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.423\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.434\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.444\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.457\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.466\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.476\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m375\u001b[0m - \u001b[1mTransition and reward function table generated.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 0\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:13.486\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.4000000059604645 | Avg Error: 0.12999999523162842 | 1400<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:14.408\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.02199999988079071 | Avg Error: 0.004000000189989805 | 4248<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:15.388\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0010000000474974513 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.395\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.396\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.396\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.401\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 150000\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.402\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.402\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 1\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.403\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:16.417\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.0980000495910645 | Avg Error: 0.1809999942779541 | 1365<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:17.411\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.035999998450279236 | Avg Error: 0.004999999888241291 | 8252<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:18.440\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.007000000216066837 | Avg Error: 0.0010000000474974513 | 8419<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:19.459\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0010000000474974513 | Avg Error: 0.0 | 8556<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.523\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.524\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.524\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.532\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 2514\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.532\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.533\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 2\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.533\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:20.544\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.619999885559082 | Avg Error: 0.012000000104308128 | 9594<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.615\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.616\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.616\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.623\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 560\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.624\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.624\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 3\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.625\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:21.632\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.502000093460083 | Avg Error: 0.009999999776482582 | 9843<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 236\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 4\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:22.637\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.2790000438690186 | Avg Error: 0.00800000037997961 | 9907<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.635\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.636\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.636\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.645\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 176\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.645\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.646\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 5\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.646\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:23.659\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.0429999828338623 | Avg Error: 0.007000000216066837 | 9940<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.658\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.659\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.659\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.668\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 134\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.669\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.670\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 6\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.670\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:24.680\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.7909998893737793 | Avg Error: 0.006000000052154064 | 9944<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.618\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.618\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 108\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 7\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:25.636\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.5250000953674316 | Avg Error: 0.006000000052154064 | 9949<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.623\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.623\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.624\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.629\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 86\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 8\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:26.640\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.246999979019165 | Avg Error: 0.004000000189989805 | 9957<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.605\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.605\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.606\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.612\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 84\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 9\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:27.625\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 1.9559999704360962 | Avg Error: 0.004000000189989805 | 9958<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.580\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.580\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.580\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.590\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 72\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.591\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.591\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 10\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.593\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:28.604\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 1.6519999504089355 | Avg Error: 0.003000000026077032 | 9964<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.577\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.577\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.578\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.587\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 54\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.587\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.588\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 11\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.588\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:29.596\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 1.3339999914169312 | Avg Error: 0.0020000000949949026 | 9973<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.592\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.593\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.593\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.599\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 54\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.600\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 12\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:30.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 1.003999948501587 | Avg Error: 0.0010000000474974513 | 9973<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.509\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.509\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.510\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.516\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 30\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.516\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.516\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 13\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.517\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:31.525\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.6620000004768372 | Avg Error: 0.0010000000474974513 | 9985<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.268\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.268\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.269\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.277\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 20\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.277\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.277\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 14\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.278\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:32.285\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.3070000112056732 | Avg Error: 0.0 | 9990<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:33.005\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:33.005\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:33.005\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:33.012\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-07 15:26:33.022\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36msave\u001b[0m:\u001b[36m396\u001b[0m - \u001b[1mPolicy and value function saved.\u001b[0m\n" ] } ], @@ -61,8 +213,8 @@ "glider = gym.make('ReducedSymmetricGliderPullout-v0')\n", "\n", "bins_space = {\n", - " \"flight_path_angle\": np.linspace(-np.pi, 0.0, 200, dtype=np.float32), # Flight Path Angle (γ) (0)\n", - " \"airspeed_norm\": np.linspace(0.7, 4.0, 200, dtype=np.float32), # Air Speed (V) (1)\n", + " \"flight_path_angle\": np.linspace(-np.pi, 0.5, 100, dtype=np.float32), # Flight Path Angle (γ) (0)\n", + " \"airspeed_norm\": np.linspace(0.7, 4.0, 100, dtype=np.float32), # Air Speed (V) (1)\n", "}\n", "\n", "pi = PolicyIteration(\n", @@ -74,12 +226,12 @@ ")\n", "\n", "\n", - "#pi.run()" + "pi.run()" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 3, "id": "5cd13daf", "metadata": {}, "outputs": [ @@ -87,19 +239,7 @@ "name": "stderr", "output_type": "stream", "text": [ - " 0%| | 66/20000 [00:03<16:47, 19.78it/s]\n" - ] - }, - { - "ename": "KeyboardInterrupt", - "evalue": "", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[6], line 21\u001b[0m\n\u001b[1;32m 19\u001b[0m total_reward \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0\u001b[39m\n\u001b[1;32m 20\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m done:\n\u001b[0;32m---> 21\u001b[0m action \u001b[38;5;241m=\u001b[39m get_optimal_action(state, pi)\n\u001b[1;32m 22\u001b[0m prev_state \u001b[38;5;241m=\u001b[39m state\u001b[38;5;241m.\u001b[39mcopy()\n\u001b[1;32m 23\u001b[0m state, reward, done, _, _ \u001b[38;5;241m=\u001b[39m glider\u001b[38;5;241m.\u001b[39mstep(action)\n", - "File \u001b[0;32m~/DynamicProgramming/src/utils/utils.py:91\u001b[0m, in \u001b[0;36mget_optimal_action\u001b[0;34m(state, optimal_policy)\u001b[0m\n\u001b[1;32m 89\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m i, l \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28menumerate\u001b[39m(lambdas):\n\u001b[1;32m 90\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m j, action \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28menumerate\u001b[39m(actions):\n\u001b[0;32m---> 91\u001b[0m probabilities[j] \u001b[38;5;241m+\u001b[39m\u001b[38;5;241m=\u001b[39m l \u001b[38;5;241m*\u001b[39m \u001b[38;5;28mfloat\u001b[39m(optimal_policy\u001b[38;5;241m.\u001b[39mpolicy[points_indexes[i]][j])\n\u001b[1;32m 93\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mabs\u001b[39m(np\u001b[38;5;241m.\u001b[39msum(probabilities)\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1e-2\u001b[39m:\n\u001b[1;32m 94\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mThe probabilities do not sum to 1, sum is \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mnp\u001b[38;5;241m.\u001b[39msum(probabilities)\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n", - "\u001b[0;31mKeyboardInterrupt\u001b[0m: " + "100%|██████████| 5700/5700 [00:48<00:00, 117.45it/s] \n" ] } ], @@ -147,13 +287,13 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 7, "id": "ab055601", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -168,17 +308,17 @@ "#dict_result = dict_episode_length\n", "# Your dictionary with keys as coordinates (x, y) and values as the color intensity (z)\n", "# Extracting the x, y and z values\n", - "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0.5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", "#convert x to grad\n", - "y = [coord[1] for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "y = [coord[1] for coord in dict_result.keys() if .5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", "#convert y to Vs\n", "keys_list = list(dict_result.keys())\n", "values_list = list(dict_result.values())\n", - "z = [v for e,v in zip(keys_list, values_list) if 0 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", + "z = [v for e,v in zip(keys_list, values_list) if .5 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", "\n", "# Creating a 2D scatter plot\n", - "cmap = plt.get_cmap('turbo', 2048)\n", - "plt.scatter(y, x, c=z, cmap=cmap) # Change 'viridis' to any other colormap you like\n", + "cmap = plt.get_cmap('viridis', 2048)\n", + "plt.tricontourf(y, x, z, cmap=cmap, levels=18) # Change 'viridis' to any other colormap you like\n", "plt.colorbar(label='', shrink=0.8, ) # Add color bar for the z values\n", "\n", "# Add labels and a title\n", @@ -216,29 +356,10 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "c8416867", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_16928/398603835.py:31: UserWarning: The following kwargs were not used by contour: 'smooth'\n", - " contour = plt.contour(Y, X, Z, levels=contour_levels, colors='black', linewidths=0.75, smooth=1)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", From 49d29e0c7f6132dac6c5033f833ea8d7ec7af50c Mon Sep 17 00:00:00 2001 From: nromero Date: Thu, 17 Oct 2024 17:43:21 -0300 Subject: [PATCH 6/9] fix some bugs of the terminals states --- airplane/reduced_symmetric_glider_pullout.py | 2 +- src/PolicyIteration.py | 17 +- test.py | 2 +- testing.ipynb | 257 +++++-------------- 4 files changed, 82 insertions(+), 196 deletions(-) diff --git a/airplane/reduced_symmetric_glider_pullout.py b/airplane/reduced_symmetric_glider_pullout.py index de57751..b189229 100644 --- a/airplane/reduced_symmetric_glider_pullout.py +++ b/airplane/reduced_symmetric_glider_pullout.py @@ -77,7 +77,7 @@ def step(self, action: list): self.airplane.airspeed_norm = np.clip(self.airplane.airspeed_norm, self.observation_space.low[1], self.observation_space.high[1]) self.airplane.flight_path_angle = np.clip(self.airplane.flight_path_angle, self.observation_space.low[0], self.observation_space.high[0]) # Calculate step reward: Height Loss - reward = self.airplane.TIME_STEP * self.airplane.airspeed_norm * np.sin(self.airplane.flight_path_angle) + reward = self.airplane.TIME_STEP * self.airplane.airspeed_norm * np.sin(self.airplane.flight_path_angle)*27.331231856346 # Get the next state info = self._get_info() diff --git a/src/PolicyIteration.py b/src/PolicyIteration.py index f96f262..92bac85 100644 --- a/src/PolicyIteration.py +++ b/src/PolicyIteration.py @@ -122,10 +122,12 @@ def __init__(self, env: gym.Env, self.grid = np.meshgrid(*self.bins_space.values(), indexing='ij') # Flatten and stack to create a list of points in the space self.states_space = np.vstack([g.ravel() for g in self.grid], dtype=np.float32).T + # get x and y coordinates x = self.states_space[:,0] y = self.states_space[:,1] - self.terminals_states = np.where((x >= 0.0) & (y >= 1) , True, False) + self.terminal_states = np.where((x >= 0.0) & (y >= 1) , True, False) + self.terminal_reward = 0 # self.num_simplex_points:int = int(self.states_space[0].shape[0] + 1) # number of points in a simplex one more than the dimension self.space_dim:int = int(self.states_space[0].shape[0]) @@ -290,14 +292,17 @@ def policy_evaluation(self): logger.info("Starting policy evaluation") while cp.abs(float(max_error)) > self.theta: # initialize the new value function to zeros - new_value_function = cp.zeros_like(self.value_function, dtype=cp.float32) + new_value_function = cp.zeros_like(self.value_function, dtype=cp.float32) + vf_next_state = cp.zeros_like(self.value_function, dtype=cp.float32) new_val = cp.zeros_like(self.value_function, dtype=cp.float32) + new_value_function[self.terminal_states] = self.terminal_reward + new_val[self.terminal_states] = self.terminal_reward + for j, _ in enumerate(self.action_space): # Checkout 'Variable Resolution Discretization in Optimal Control, eq 5' - next_state_value = self.get_value(self.lambdas[:, j], self.points_indexes[:, j], self.value_function) - # if terminal put zero - next_state_value = cp.where(self.terminals_states, 0, next_state_value) - new_val += self.policy[:,j] * (self.reward[:,j] + self.gamma * next_state_value) + vf_next_state[~self.terminal_states] = self.get_value(self.lambdas[:, j], self.points_indexes[:, j], self.value_function)[~self.terminal_states] + new_val[~self.terminal_states] += self.policy[~self.terminal_states,j] * (self.reward[~self.terminal_states,j] + self.gamma * vf_next_state[~self.terminal_states]) + new_value_function = new_val # update the error: the maximum difference between the new and old value functions errors = cp.fabs(new_value_function[:] - self.value_function[:]) diff --git a/test.py b/test.py index dcd72ae..4826de4 100644 --- a/test.py +++ b/test.py @@ -28,6 +28,6 @@ plot_3D_value_function(vf = pi.value_function, points = pi.states_space, - normalize=True, + normalize=False, show=True, path="./test_vf.png") \ No newline at end of file diff --git a/testing.ipynb b/testing.ipynb index 8684c27..92aa9b6 100644 --- a/testing.ipynb +++ b/testing.ipynb @@ -13,18 +13,10 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "id": "002626e9", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2024-10-07 15:26:11.940\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" - ] - } - ], + "outputs": [], "source": [ "import pickle\n", "import numpy as np\n", @@ -35,7 +27,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 5, "id": "95b5a85a", "metadata": {}, "outputs": [ @@ -43,167 +35,15 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-10-07 15:26:13.115\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.116\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0.5 4. ]\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.117\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m136\u001b[0m - \u001b[1mThe action space is: [-4.000000e-01 -3.000000e-01 -2.000000e-01 -1.000000e-01 -5.551115e-17\n", + "\u001b[32m2024-10-17 17:30:04.474\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", + "\u001b[32m2024-10-17 17:30:04.475\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0.5 4. ]\u001b[0m\n", + "\u001b[32m2024-10-17 17:30:04.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mThe action space is: [-4.000000e-01 -3.000000e-01 -2.000000e-01 -1.000000e-01 -5.551115e-17\n", " 1.000000e-01 2.000000e-01 3.000000e-01 4.000000e-01 5.000000e-01\n", " 6.000000e-01 7.000000e-01 8.000000e-01 9.000000e-01 1.000000e+00]\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.118\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m137\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.119\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.120\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m151\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.121\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m152\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.122\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m361\u001b[0m - \u001b[1mCreating Delaunay triangulation over the state space...\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.266\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m363\u001b[0m - \u001b[1mDelaunay triangulation created.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.267\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m373\u001b[0m - \u001b[1mGenerating transition and reward function table...\u001b[0m\n", - "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/core.py:311: UserWarning: \u001b[33mWARN: env.airplane to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.airplane` for environment variables or `env.get_wrapper_attr('airplane')` that will search the reminding wrappers.\u001b[0m\n", - " logger.warn(\n", - "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:228: UserWarning: \u001b[33mWARN: Expects `terminated` signal to be a boolean, actual type: \u001b[0m\n", - " logger.warn(\n", - "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:159: UserWarning: \u001b[33mWARN: The obs returned by the `step()` method is not within the observation space.\u001b[0m\n", - " logger.warn(f\"{pre} is not within the observation space.\")\n", - "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:246: UserWarning: \u001b[33mWARN: The reward returned by `step()` must be a float, int, np.integer or np.floating, actual type: \u001b[0m\n", - " logger.warn(\n", - "\u001b[32m2024-10-07 15:26:13.269\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.323\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.332\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.342\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.354\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.366\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.377\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.389\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.401\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.412\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.423\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.434\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.444\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.457\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.466\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m241\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.476\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m375\u001b[0m - \u001b[1mTransition and reward function table generated.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 0\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:13.486\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.4000000059604645 | Avg Error: 0.12999999523162842 | 1400<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:14.408\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.02199999988079071 | Avg Error: 0.004000000189989805 | 4248<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:15.388\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0010000000474974513 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.395\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.396\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.396\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.401\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 150000\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.402\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.402\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 1\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.403\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:16.417\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.0980000495910645 | Avg Error: 0.1809999942779541 | 1365<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:17.411\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.035999998450279236 | Avg Error: 0.004999999888241291 | 8252<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:18.440\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.007000000216066837 | Avg Error: 0.0010000000474974513 | 8419<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:19.459\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0010000000474974513 | Avg Error: 0.0 | 8556<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.523\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.524\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.524\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.532\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 2514\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.532\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.533\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 2\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.533\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:20.544\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.619999885559082 | Avg Error: 0.012000000104308128 | 9594<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.615\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.616\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.616\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.623\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 560\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.624\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.624\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 3\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.625\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:21.632\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.502000093460083 | Avg Error: 0.009999999776482582 | 9843<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 236\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 4\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:22.637\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.2790000438690186 | Avg Error: 0.00800000037997961 | 9907<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.635\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.636\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.636\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.645\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 176\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.645\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.646\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 5\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.646\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:23.659\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 3.0429999828338623 | Avg Error: 0.007000000216066837 | 9940<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.658\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.659\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.659\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.668\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 134\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.669\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.670\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 6\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.670\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:24.680\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.7909998893737793 | Avg Error: 0.006000000052154064 | 9944<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.617\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.618\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.618\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 108\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.626\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 7\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.627\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:25.636\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.5250000953674316 | Avg Error: 0.006000000052154064 | 9949<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.623\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.623\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.624\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.629\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 86\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 8\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:26.640\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 2.246999979019165 | Avg Error: 0.004000000189989805 | 9957<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.605\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.605\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.606\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.612\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 84\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 9\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:27.625\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 1.9559999704360962 | Avg Error: 0.004000000189989805 | 9958<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.580\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.580\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.580\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.590\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 72\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.591\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.591\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 10\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.593\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:28.604\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 1.6519999504089355 | Avg Error: 0.003000000026077032 | 9964<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:29.577\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:29.577\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:29.578\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:29.587\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 54\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:29.587\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:29.588\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 11\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:29.588\u001b[0m | \u001b[1mINFO \u001b[0m | 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\u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:30.599\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 54\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:30.600\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:30.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 12\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:30.601\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:30.613\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 1.003999948501587 | Avg Error: 0.0010000000474974513 | 9973<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.509\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.509\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.510\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.516\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 30\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.516\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.516\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 13\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.517\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:31.525\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.6620000004768372 | Avg Error: 0.0010000000474974513 | 9985<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.268\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.268\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.269\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.277\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m349\u001b[0m - \u001b[1mThe number of updated different actions: 20\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.277\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.277\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m377\u001b[0m - \u001b[1msolving step 14\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.278\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m290\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:32.285\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.3070000112056732 | Avg Error: 0.0 | 9990<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:33.005\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m310\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:33.005\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m327\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:33.005\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m336\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:33.012\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m352\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", - "\u001b[32m2024-10-07 15:26:33.022\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36msave\u001b[0m:\u001b[36m396\u001b[0m - \u001b[1mPolicy and value function saved.\u001b[0m\n" + "\u001b[32m2024-10-17 17:30:04.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m139\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", + "\u001b[32m2024-10-17 17:30:04.478\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m140\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", + "\u001b[32m2024-10-17 17:30:04.480\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m153\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", + "\u001b[32m2024-10-17 17:30:04.481\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m154\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" ] } ], @@ -226,12 +66,43 @@ ")\n", "\n", "\n", - "pi.run()" + "#pi.run()" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, + "id": "5a2f30c2", + "metadata": {}, + "outputs": [], + "source": [ + "STALL_AIRSPEED = 27.331231856346\n", + "from utils.utils import get_optimal_action\n", + "\n", + "for action in np.linspace(-0.4, 1.0, 15, dtype=np.float32):\n", + "\n", + " state = np.array([0.05, 1.83])\n", + " glider.airplane.flight_path_angle = state[0]\n", + " glider.airplane.airspeed_norm = state[1]\n", + " \n", + " total_reward = 0\n", + " episode_length = 0\n", + "\n", + " while episode_length <100:\n", + " #action = get_optimal_action(state, pi)\n", + " prev_state = state.copy()\n", + " state, reward, _, _, _ = glider.step(action)\n", + " state = state[0]\n", + " total_reward += reward*STALL_AIRSPEED\n", + " episode_length += 1\n", + " \n", + " print(f\"Action: {action} Reward: {total_reward} Episode Length: {episode_length}\")\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 8, "id": "5cd13daf", "metadata": {}, "outputs": [ @@ -239,7 +110,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 5700/5700 [00:48<00:00, 117.45it/s] \n" + " 0%| | 0/5000 [00:00 70: \n", " done = True\n", " episode_length += 1\n", @@ -287,13 +165,13 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 9, "id": "ab055601", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -305,16 +183,17 @@ "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", + "epsilon = 1*1e-1\n", "#dict_result = dict_episode_length\n", "# Your dictionary with keys as coordinates (x, y) and values as the color intensity (z)\n", "# Extracting the x, y and z values\n", - "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0.5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0.05 >= coord[0] >= -np.pi/2 - epsilon and coord[1] > 0.7]\n", "#convert x to grad\n", - "y = [coord[1] for coord in dict_result.keys() if .5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "y = [coord[1] for coord in dict_result.keys() if 0.05 >= coord[0] >= -np.pi/2 - epsilon and coord[1] > 0.7]\n", "#convert y to Vs\n", "keys_list = list(dict_result.keys())\n", "values_list = list(dict_result.values())\n", - "z = [v for e,v in zip(keys_list, values_list) if .5 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", + "z = [v for e,v in zip(keys_list, values_list) if 0.05 >= e[0] >= -np.pi/2 - epsilon and e[1] > 0.7]\n", "\n", "# Creating a 2D scatter plot\n", "cmap = plt.get_cmap('viridis', 2048)\n", @@ -333,12 +212,14 @@ "ax.set_yticks(np.linspace(x_min, x_max, 60), minor=True) # 20 minor ticks for grid\n", "ax.set_xticks(np.linspace(y_min, y_max, 60), minor=True) # 20 minor ticks for grid\n", "# put line x = 1\n", - "plt.axvline(x=1, color='k', linestyle='--')\n", + "plt.axvline(x=1, color='r', linestyle='--', linewidth=0.5)\n", + "# put line y = 0\n", + "#plt.axhline(y=0, color='k', linestyle='--')\n", + "\n", "# Show the plot\n", - "vals = np.round(np.linspace(x_min, x_max,7))\n", + "vals = np.round(np.linspace(-90, 0,6))\n", "plt.yticks(vals) # Only 5 labels on x-axis\n", - "plt.xticks(np.linspace(round(y_min), round(y_max), 7)) # Only 5 labels on y-axis\n", - "\n", + "plt.xticks(np.linspace(round(y_min), round(y_max), 6)) # Only 5 labels on y-axis\n", "# Enable the minor grid lines\n", "ax.grid(which='minor', color='gray', linestyle='-', linewidth=0.5)\n", "\n", @@ -367,11 +248,11 @@ "\n", "# Your dictionary with keys as coordinates (x, y) and values as the color intensity (z)\n", "# Extracting the x, y and z values\n", - "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", - "y = [coord[1] for coord in dict_result.keys() if 0 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "y = [coord[1] for coord in dict_result.keys() if 5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", "keys_list = list(dict_result.keys())\n", "values_list = list(dict_result.values())\n", - "z = [v for e,v in zip(keys_list, values_list) if 0 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", + "z = [v for e,v in zip(keys_list, values_list) if 5 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", "\n", "# Create a grid for interpolation\n", "x_grid = np.linspace(min(x), max(x), 100)\n", @@ -382,7 +263,7 @@ "Z = griddata((y, x), z, (Y, X), method='linear')\n", "\n", "# Create the scatter plot\n", - "cmap = plt.get_cmap('turbo', 2048)\n", + "cmap = plt.get_cmap('viridis', 2048)\n", "plt.scatter(y, x, c=z, cmap=cmap)\n", "\n", "# Add color bar\n", @@ -391,7 +272,7 @@ "contour_levels = contour_levels[contour_levels != 0] # Remove zero from levels\n", "\n", "# Add contour lines on top of the scatter plot\n", - "contour = plt.contour(Y, X, Z, levels=contour_levels, colors='black', linewidths=0.75, smooth=1)\n", + "contour = plt.contour(Y, X, Z, levels=contour_levels, colors='black', linewidths=0.75)\n", "plt.clabel(contour, inline=True, fontsize=8) # Optional: add labels to the contours\n", "\n", "# Add labels and a title\n", From a66849b504553bfb3cc189c92061f0924909da54 Mon Sep 17 00:00:00 2001 From: nromero Date: Sun, 16 Feb 2025 13:53:35 -0300 Subject: [PATCH 7/9] the lastest working simetric --- airplane/grumman.py | 2 +- src/PolicyIteration.py | 4 +- test.py | 4 +- testing.ipynb | 206 +++++++++++++++++++++++++++++++---------- 4 files changed, 163 insertions(+), 53 deletions(-) diff --git a/airplane/grumman.py b/airplane/grumman.py index a7bfe63..e451825 100644 --- a/airplane/grumman.py +++ b/airplane/grumman.py @@ -11,7 +11,7 @@ def __init__(self): ###################### ### Sim parameters ### ###################### - self.TIME_STEP = 0.1 + self.TIME_STEP = 0.01 self.GRAVITY = 9.81 self.AIR_DENSITY = 1.225 # Density (ρ) [kg/m3] diff --git a/src/PolicyIteration.py b/src/PolicyIteration.py index 92bac85..7dba49b 100644 --- a/src/PolicyIteration.py +++ b/src/PolicyIteration.py @@ -164,6 +164,7 @@ def __in_cell__(self, obs: cp.ndarray) -> cp.ndarray: Returns: np.ndarray: A boolean array indicating whether each observation is within the valid state bounds. """ + #return cp.all((obs >= self.cell_lower_bounds[:, None]) & (obs <= self.cell_upper_bounds[:, None]), axis=1) return cp.all((obs >= self.cell_lower_bounds) & (obs <= self.cell_upper_bounds), axis=1) def barycentric_coordinates(self, points:np.ndarray)->tuple: @@ -232,7 +233,8 @@ def calculate_transition_reward_table(self): #self.env.state = cp.asarray(self.states_space, dtype=cp.float32) state = np.array(self.states_space, dtype=np.float32) self.env.airplane.flight_path_angle = state[:,0].copy() - self.env.airplane.airspeed_norm = state[:,1].copy() + self.env.airplane.airspeed_norm = state[:,1].copy() + self.env.airplane.bank_angle = state[:,2].copy() obs_gpu, reward_gpu, terminated, _, _ = self.env.step(action) diff --git a/test.py b/test.py index 4826de4..8aa5879 100644 --- a/test.py +++ b/test.py @@ -8,7 +8,7 @@ glider = gym.make('ReducedSymmetricGliderPullout-v0') bins_space = { - "flight_path_angle": np.linspace(-np.pi, 0.0, 100, dtype=np.float32), # Flight Path Angle (γ) (0) + "flight_path_angle": np.linspace(-np.pi-0.01, 0.10, 100, dtype=np.float32), # Flight Path Angle (γ) (0) "airspeed_norm": np.linspace(0.7, 4, 100, dtype=np.float32), # Air Speed (V) (1) } @@ -21,7 +21,7 @@ ) -pi.run() +#pi.run() with open(glider.__class__.__name__ + ".pkl", "rb") as f: pi: PolicyIteration = pickle.load(f) diff --git a/testing.ipynb b/testing.ipynb index 92aa9b6..35accb4 100644 --- a/testing.ipynb +++ b/testing.ipynb @@ -13,10 +13,18 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 1, "id": "002626e9", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2024-10-18 16:15:26.697\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[33m\u001b[1mCUDA is not available. Falling back to NumPy.\u001b[0m\n" + ] + } + ], "source": [ "import pickle\n", "import numpy as np\n", @@ -27,7 +35,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 2, "id": "95b5a85a", "metadata": {}, "outputs": [ @@ -35,15 +43,107 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2024-10-17 17:30:04.474\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1415927 0.7 ]\u001b[0m\n", - "\u001b[32m2024-10-17 17:30:04.475\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0.5 4. ]\u001b[0m\n", - "\u001b[32m2024-10-17 17:30:04.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mThe action space is: [-4.000000e-01 -3.000000e-01 -2.000000e-01 -1.000000e-01 -5.551115e-17\n", + "\u001b[32m2024-10-18 16:15:28.739\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m119\u001b[0m - \u001b[1mLower bounds: [-3.1515927 0.7 ]\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.740\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m120\u001b[0m - \u001b[1mUpper bounds: [0.5 4. ]\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.742\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mThe action space is: [-4.000000e-01 -3.000000e-01 -2.000000e-01 -1.000000e-01 -5.551115e-17\n", " 1.000000e-01 2.000000e-01 3.000000e-01 4.000000e-01 5.000000e-01\n", " 6.000000e-01 7.000000e-01 8.000000e-01 9.000000e-01 1.000000e+00]\u001b[0m\n", - "\u001b[32m2024-10-17 17:30:04.477\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m139\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", - "\u001b[32m2024-10-17 17:30:04.478\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m140\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", - "\u001b[32m2024-10-17 17:30:04.480\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m153\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", - "\u001b[32m2024-10-17 17:30:04.481\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m154\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n" + "\u001b[32m2024-10-18 16:15:28.742\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m139\u001b[0m - \u001b[1mNumber of states: 10000\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.744\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m140\u001b[0m - \u001b[1mTotal states:150000\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.746\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m153\u001b[0m - \u001b[1mPolicy Iteration was correctly initialized.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.746\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36m__init__\u001b[0m:\u001b[36m154\u001b[0m - \u001b[1mThe enviroment name is: TimeLimit\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.747\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m366\u001b[0m - \u001b[1mCreating Delaunay triangulation over the state space...\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.847\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m368\u001b[0m - \u001b[1mDelaunay triangulation created.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.847\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m378\u001b[0m - \u001b[1mGenerating transition and reward function table...\u001b[0m\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/core.py:311: UserWarning: \u001b[33mWARN: env.airplane to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.airplane` for environment variables or `env.get_wrapper_attr('airplane')` that will search the reminding wrappers.\u001b[0m\n", + " logger.warn(\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:228: UserWarning: \u001b[33mWARN: Expects `terminated` signal to be a boolean, actual type: \u001b[0m\n", + " logger.warn(\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:159: UserWarning: \u001b[33mWARN: The obs returned by the `step()` method is not within the observation space.\u001b[0m\n", + " logger.warn(f\"{pre} is not within the observation space.\")\n", + "/home/nromero/anaconda3/envs/DynamicProgramming/lib/python3.11/site-packages/gymnasium/utils/passive_env_checker.py:246: UserWarning: \u001b[33mWARN: The reward returned by `step()` must be a float, int, np.integer or np.floating, actual type: \u001b[0m\n", + " logger.warn(\n", + "\u001b[32m2024-10-18 16:15:28.849\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.920\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.929\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.938\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.948\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.959\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.969\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.981\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:28.993\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.005\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.014\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.026\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.039\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.049\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.060\u001b[0m | \u001b[33m\u001b[1mWARNING \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mcalculate_transition_reward_table\u001b[0m:\u001b[36m243\u001b[0m - \u001b[33m\u001b[1mSome states are outside the bounds of the environment.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.069\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m380\u001b[0m - \u001b[1mTransition and reward function table generated.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.070\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m382\u001b[0m - \u001b[1msolving step 0\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.071\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m292\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:29.084\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 1.093000054359436 | Avg Error: 0.3490000069141388 | 1500<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:30.550\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.23999999463558197 | Avg Error: 0.09700000286102295 | 1311<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:31.787\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.05299999937415123 | Avg Error: 0.024000000208616257 | 1502<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:33.017\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.012000000104308128 | Avg Error: 0.004999999888241291 | 1973<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:34.243\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.0020000000949949026 | Avg Error: 0.0010000000474974513 | 4176<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.437\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.438\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m332\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.438\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m341\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.446\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m354\u001b[0m - \u001b[1mThe number of updated different actions: 150000\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.446\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.447\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m382\u001b[0m - \u001b[1msolving step 1\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.447\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m292\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:35.460\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.5809999704360962 | Avg Error: 0.1340000033378601 | 1434<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:36.689\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.11299999803304672 | Avg Error: 0.028999999165534973 | 2117<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:37.904\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.023000000044703484 | Avg Error: 0.004999999888241291 | 3766<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:39.107\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.004999999888241291 | Avg Error: 0.0010000000474974513 | 5870<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:40.327\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.0010000000474974513 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.360\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.361\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m332\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.361\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m341\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.370\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m354\u001b[0m - \u001b[1mThe number of updated different actions: 346\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.370\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.371\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m382\u001b[0m - \u001b[1msolving step 2\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.371\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m292\u001b[0m - \u001b[1mStarting policy evaluation\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:41.382\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 2.115000009536743 | Avg Error: 0.007000000216066837 | 9861<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:42.376\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.0020000000949949026 | Avg Error: 0.0 | 9992<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:43.316\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - 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\u001b[1mMax Error: 0.7310000061988831 | Avg Error: 0.0020000000949949026 | 9898<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:45.295\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m315\u001b[0m - \u001b[1mMax Error: 0.0 | Avg Error: 0.0 | 10000<0.001\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:45.296\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m332\u001b[0m - \u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:45.296\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m341\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:45.301\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m354\u001b[0m - \u001b[1mThe number of updated different actions: 116\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:45.302\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m357\u001b[0m - 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\u001b[1mPolicy evaluation finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:46.294\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m341\u001b[0m - \u001b[1mStarting policy improvement\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:46.298\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m354\u001b[0m - \u001b[1mThe number of updated different actions: 18\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:46.299\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_improvement\u001b[0m:\u001b[36m357\u001b[0m - \u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:46.299\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mrun\u001b[0m:\u001b[36m382\u001b[0m - \u001b[1msolving step 6\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:46.299\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36mpolicy_evaluation\u001b[0m:\u001b[36m292\u001b[0m - 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\u001b[1mPolicy improvement finished.\u001b[0m\n", + "\u001b[32m2024-10-18 16:15:47.272\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mPolicyIteration\u001b[0m:\u001b[36msave\u001b[0m:\u001b[36m401\u001b[0m - \u001b[1mPolicy and value function saved.\u001b[0m\n" ] } ], @@ -53,7 +153,7 @@ "glider = gym.make('ReducedSymmetricGliderPullout-v0')\n", "\n", "bins_space = {\n", - " \"flight_path_angle\": np.linspace(-np.pi, 0.5, 100, dtype=np.float32), # Flight Path Angle (γ) (0)\n", + " \"flight_path_angle\": np.linspace(-np.pi-0.01, 0.5, 100, dtype=np.float32), # Flight Path Angle (γ) (0)\n", " \"airspeed_norm\": np.linspace(0.7, 4.0, 100, dtype=np.float32), # Air Speed (V) (1)\n", "}\n", "\n", @@ -65,23 +165,47 @@ " theta=1e-3,\n", ")\n", "\n", - "\n", - "#pi.run()" + "pi.run()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "5a2f30c2", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Action: -0.4000000059604645 Reward: -174.1369079001539 Episode Length: 100\n", + "Action: -0.30000001192092896 Reward: -164.41724866465609 Episode Length: 100\n", + "Action: -0.20000000298023224 Reward: -154.62006619077087 Episode Length: 100\n", + "Action: -0.10000000149011612 Reward: -144.76020378697655 Episode Length: 100\n", + "Action: -5.551115123125783e-17 Reward: -134.8527057668743 Episode Length: 100\n", + "Action: 0.10000000149011612 Reward: -124.91275034308747 Episode Length: 100\n", + "Action: 0.20000000298023224 Reward: -114.95557843719415 Episode Length: 100\n", + "Action: 0.30000001192092896 Reward: -104.9964219683319 Episode Length: 100\n", + "Action: 0.4000000059604645 Reward: -95.05043663858261 Episode Length: 100\n", + "Action: 0.5 Reward: -85.13262608640899 Episode Length: 100\n", + "Action: 0.6000000238418579 Reward: -75.25777635358612 Episode Length: 100\n", + "Action: 0.699999988079071 Reward: -65.44040389458748 Episode Length: 100\n", + "Action: 0.800000011920929 Reward: -55.694660889340945 Episode Length: 100\n", + "Action: 0.8999999761581421 Reward: -46.034320424799766 Episode Length: 100\n", + "Action: 1.0 Reward: -36.47267481695943 Episode Length: 100\n" + ] + } + ], "source": [ "STALL_AIRSPEED = 27.331231856346\n", "from utils.utils import get_optimal_action\n", "\n", + "# rad to deg\n", + "rad_to_grad=np.pi /180\n", + "\n", "for action in np.linspace(-0.4, 1.0, 15, dtype=np.float32):\n", "\n", - " state = np.array([0.05, 1.83])\n", + " state = np.array([-0*rad_to_grad, 1.1])\n", " glider.airplane.flight_path_angle = state[0]\n", " glider.airplane.airspeed_norm = state[1]\n", " \n", @@ -102,25 +226,10 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "5cd13daf", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - " 0%| | 0/5000 [00:00" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -248,11 +346,11 @@ "\n", "# Your dictionary with keys as coordinates (x, y) and values as the color intensity (z)\n", "# Extracting the x, y and z values\n", - "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", - "y = [coord[1] for coord in dict_result.keys() if 5 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "x = [np.degrees(coord[0]) for coord in dict_result.keys() if 0.01 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", + "y = [coord[1] for coord in dict_result.keys() if 0.01 >= coord[0] >= -np.pi/2 and coord[1] > 0.7]\n", "keys_list = list(dict_result.keys())\n", "values_list = list(dict_result.values())\n", - "z = [v for e,v in zip(keys_list, values_list) if 5 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", + "z = [v for e,v in zip(keys_list, values_list) if 0.01 >= e[0] >= -np.pi/2 and e[1] > 0.7]\n", "\n", "# Create a grid for interpolation\n", "x_grid = np.linspace(min(x), max(x), 100)\n", @@ -447,6 +545,16 @@ "\n", "test_enviroment(Continuous_MountainCarEnv(render_mode=\"human\"), pi)" ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "babe9f7f", + "metadata": {}, + "outputs": [], + "source": [ + "import symbo" + ] } ], "metadata": { From 9852f94d0a64ba2cf94bb37d72c3226c941f0861 Mon Sep 17 00:00:00 2001 From: nromero Date: Mon, 17 Feb 2025 11:01:53 -0300 Subject: [PATCH 8/9] reduce banked glider --- airplane/reduced_banked_glider_pullout.py | 57 +++++++++++++++++++++++ 1 file changed, 57 insertions(+) create mode 100644 airplane/reduced_banked_glider_pullout.py diff --git a/airplane/reduced_banked_glider_pullout.py b/airplane/reduced_banked_glider_pullout.py new file mode 100644 index 0000000..42e7718 --- /dev/null +++ b/airplane/reduced_banked_glider_pullout.py @@ -0,0 +1,57 @@ +import numpy as np +import gymnasium +from gymnasium import spaces +from matplotlib import pyplot as plt +from airplane.reduced_grumman import ReducedGrumman +from airplane.airplane_env import AirplaneEnv + + +class ReducedBankedGliderPullout(AirplaneEnv): + + def __init__(self, render_mode=None): + + self.airplane = ReducedGrumman() + super().__init__(self.airplane) + + # Observation space: Flight Path Angle (γ), Air Speed (V), Bank Angle (μ) + self.observation_space = spaces.Box(np.array([-np.pi, 0.9, np.deg2rad(-20)], np.float32), np.array([0, 4.0, np.deg2rad(200)], np.float32), shape=(3,), dtype=np.float32) + # Action space: Lift Coefficient (CL), Bank Rate (μ') + self.action_space = spaces.Box(np.array([-0.5, np.deg2rad(-30)], np.float32), np.array([1.0, np.deg2rad(30)], np.float32), shape=(2,), dtype=np.float32) + + def _get_obs(self): + return np.vstack([self.airplane.flight_path_angle, self.airplane.airspeed_norm, self.airplane.bank_angle], dtype=np.float32).T + + def _get_info(self): + return {} + + def reset(self, seed=None, options=None): + + # Choose the initial agent's state uniformly + [flight_path_angle, airspeed_norm, bank_angle] = np.random.uniform(self.observation_space.low, self.observation_space.high) + self.airplane.reset(flight_path_angle, airspeed_norm, bank_angle) + + observation = self._get_obs(), {} + + return observation + + def step(self, action: list): + # Update state + action = np.clip(action, self.action_space.low, self.action_space.high) + c_lift = action[0] + bank_rate = action[1] + + self.airplane.command_airplane(c_lift, bank_rate, 0) + + # Calculate step reward: Height Loss + # TODO: Analyze policy performance based on reward implementation. + reward = self.airplane.TIME_STEP * self.airplane.airspeed_norm * np.sin(self.airplane.flight_path_angle) + # reward = self.TIME_STEP * (self.airspeed_norm * self.STALL_AIRSPEED) * np.sin(self.Flight Path) - 0.01 * bank_rate ** 2 + terminated = self.termination() + observation = self._get_obs() + info = self._get_info() + return observation, reward, terminated, False, info + + + def termination(self,): + terminate = np.where((self.airplane.flight_path_angle >= 0.0) & (self.airplane.airspeed_norm >= 1) , True, False) + return terminate \ No newline at end of file From bcfc116de8714c1422faf2f1a8f176ced50a2e70 Mon Sep 17 00:00:00 2001 From: nromero Date: Wed, 19 Mar 2025 12:01:42 -0300 Subject: [PATCH 9/9] fix bug now is working --- src/PolicyIteration.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/PolicyIteration.py b/src/PolicyIteration.py index 7dba49b..86bd127 100644 --- a/src/PolicyIteration.py +++ b/src/PolicyIteration.py @@ -234,7 +234,7 @@ def calculate_transition_reward_table(self): state = np.array(self.states_space, dtype=np.float32) self.env.airplane.flight_path_angle = state[:,0].copy() self.env.airplane.airspeed_norm = state[:,1].copy() - self.env.airplane.bank_angle = state[:,2].copy() +# self.env.airplane.bank_angle = state[:,2].copy() obs_gpu, reward_gpu, terminated, _, _ = self.env.step(action)