PredictStock.ipynb

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      "source": [
        "<a href=\"https://colab.research.google.com/github/Sruthij93/Stock-Prediction/blob/main/PredictStock.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "from pandas_datareader import data\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import datetime as dt\n",
        "import urllib.request, json\n",
        "import os\n",
        "import numpy as np\n",
        "import tensorflow as tf\n",
        "from sklearn.preprocessing import MinMaxScaler\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "I got the API key from this website: https://www.alphavantage.co/support/#api-key"
      ],
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      }
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      "source": [
        "api_key=\"X6OOB61H1CIMONAT\"\n",
        "\n",
        "# American Airlines stock market prices\n",
        "ticker = \"TSLA\"\n",
        "\n",
        "# create JSON file with all the stock market data for AAL from the last 20 years\n",
        "url_string = \"https://www.alphavantage.co/query?function=TIME_SERIES_DAILY&symbol=%s&outputsize=full&apikey=%s\"%(ticker,api_key)"
      ],
      "metadata": {
        "id": "-1fzzpgjdwmy"
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      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Getting data from Alphavantage:**\n",
        "Take the data from the URL and store in a CSV file. Convert the JSON object into a dataframe."
      ],
      "metadata": {
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      "cell_type": "code",
      "source": [
        "# save data to a file\n",
        "file_to_save = '/content/drive/MyDrive/stock_market_data-%s.csv'%ticker\n",
        "\n",
        "#if the data is not already saved, take the data from the url and store it\n",
        "if not os.path.exists(file_to_save):\n",
        "    with urllib.request.urlopen(url_string) as url:\n",
        "        data = json.loads(url.read().decode())\n",
        "        #extract stock market data\n",
        "        data = data['Time Series (Daily)']\n",
        "        df = pd.DataFrame(columns = ['Date', 'Low', 'High', 'Close', 'Open'])\n",
        "\n",
        "        #iterate through the key-value pairs in the data dictionary\n",
        "        # k = key = a date in the string format- that needs to be converted to date type\n",
        "        # v = value = another dictionary where 1. open, 2. high, 3. low, 4. close, 5. volume are keys and they have float values\n",
        "        for k, v in data.items():\n",
        "            date = dt.datetime.strptime(k, '%Y-%m-%d')\n",
        "            data_row = [date.date(), float(v['3. low']), float(v['2. high']), float(v['4. close']), float(v['1. open'])]\n",
        "            df.loc[-1, :] = data_row\n",
        "            df.index = df.index + 1\n",
        "    print(\"Data saved to : %s\"%file_to_save)\n",
        "    df.to_csv(file_to_save)\n",
        "\n",
        "else:\n",
        "    print('File already exists. Loading data from CSV')\n",
        "    df = pd.read_csv(file_to_save)"
      ],
      "metadata": {
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          "text": [
            "File already exists. Loading data from CSV\n"
          ]
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        "# sort the date values in the df\n",
        "df = df.sort_values('Date')\n",
        "df.head()\n",
        "df.shape"
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              "(3514, 6)"
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        "df.head(10)"
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              "      Unnamed: 0        Date    Low     High  Close     Open\n",
              "3513           0  2010-06-29  17.54  25.0000  23.89  19.0000\n",
              "3512           1  2010-06-30  23.30  30.4192  23.83  25.7900\n",
              "3511           2  2010-07-01  20.27  25.9200  21.96  25.0000\n",
              "3510           3  2010-07-02  18.71  23.1000  19.20  23.0000\n",
              "3509           4  2010-07-06  15.83  20.0000  16.11  20.0000\n",
              "3508           5  2010-07-07  14.98  16.6300  15.80  16.4000\n",
              "3507           6  2010-07-08  15.57  17.5200  17.46  16.1400\n",
              "3506           7  2010-07-09  16.55  17.9000  17.40  17.5800\n",
              "3505           8  2010-07-12  17.00  18.0700  17.05  17.9500\n",
              "3504           9  2010-07-13  16.90  18.6400  18.14  17.3938"
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              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 3514,\n  \"fields\": [\n    {\n      \"column\": \"Unnamed: 0\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1014,\n        \"min\": 0,\n        \"max\": 3513,\n        \"num_unique_values\": 3514,\n        \"samples\": [\n          2457,\n          70,\n          358\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"object\",\n        \"num_unique_values\": 3514,\n        \"samples\": [\n          \"2020-04-02\",\n          \"2010-10-07\",\n          \"2011-11-28\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Low\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 279.60122618880956,\n        \"min\": 14.98,\n        \"max\": 2186.52,\n        \"num_unique_values\": 3213,\n        \"samples\": [\n          33.4,\n          630.04,\n          33.5\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"High\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 295.47015052603683,\n        \"min\": 16.63,\n        \"max\": 2318.49,\n        \"num_unique_values\": 3196,\n        \"samples\": [\n          316.3,\n          225.0,\n          886.87\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Close\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 287.896283892459,\n        \"min\": 15.8,\n        \"max\": 2238.75,\n        \"num_unique_values\": 3285,\n        \"samples\": [\n          414.7,\n          999.11,\n          362.75\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Open\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 287.7001166247674,\n        \"min\": 16.14,\n        \"max\": 2295.12,\n        \"num_unique_values\": 3187,\n        \"samples\": [\n          208.57,\n          202.7,\n          207.6\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Data Visualization\n",
        "plt.figure(figsize = (18,9))\n",
        "plt.plot(range(df.shape[0]), (df['Low'] + df['High']) / 2.0)\n",
        "plt.xticks(range(0, df.shape[0], 315), df['Date'].iloc[::315], rotation = 45)\n",
        "plt.xlabel('Date', fontsize = 18)\n",
        "plt.ylabel('Mid Price', fontsize = 18)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 740
        },
        "id": "57XxsQedW-yb",
        "outputId": "2a9ff60b-1b9f-4763-f44a-0f7b523b9d7e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1800x900 with 1 Axes>"
            ],
            "image/png": 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PKywsTAMGDFB2drbGjh2ryZMnX7GfCwAAAPBRcSQ6AAAAAAAAAAABsCY6AAAAAAAAAAABMIkOAAAAAAAAAEAATKIDAAAAAAAAABAAk+gAAAAAAAAAAATAJDoAAAAAAAAAAAEwiQ4AAAAAAAAAQABMogMAAAAAAAAAEACT6AAAAAAAAAAABMAkOgAAAAAAAAAAATCJDgAAAAAAAABAAEyiAwAAAAAAAAAQAJPoAAAAAAAAAAAEwCQ6AAAAAAAAAAAB/BceXcGItoR7lQAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "SWTi4irxd3Wx",
        "outputId": "1be4cb18-5526-4978-fb4d-9f1c76f2b53f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(3514, 6)"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Splitting the data into Training and Test sets**"
      ],
      "metadata": {
        "id": "gtdCepB6iz9Y"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# First get the mid prices\n",
        "low_prices = df.loc[:, 'Low'].to_numpy()\n",
        "high_prices = np.array(df['High'].values)\n",
        "mid_prices = (high_prices + low_prices) / 2.0\n",
        "\n"
      ],
      "metadata": {
        "id": "EXUEqqqjfSiE"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_data = mid_prices[:2635]\n",
        "test_data = mid_prices[2635:]\n"
      ],
      "metadata": {
        "id": "RDEpfk82jyJL"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split"
      ],
      "metadata": {
        "id": "orKwdO-VelXY"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "RFyTT1MpetVc"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# normalizing the data using MinMaxScaler\n",
        "# both the train and test data have to be normalized\n",
        "# test data will be the normalized the same way since we do not have access to test data\n",
        "scaler = MinMaxScaler()\n",
        "train_data = train_data.reshape(-1,1)\n",
        "test_data = test_data.reshape(-1, 1)"
      ],
      "metadata": {
        "id": "hv-5C8t1mzPK"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "test_data"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "collapsed": true,
        "id": "KN7ZPi81eZRx",
        "outputId": "535d91e8-1bcd-40d9-f268-9596a8ffb037"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Normalize each of windows within train_data of window size\n",
        "window_size = 800\n",
        "for i in range(0, 2400, window_size):\n",
        "  scaler.fit(train_data[i:i+window_size, :])\n",
        "  train_data[i:i+window_size, :] = scaler.transform(train_data[i:i+window_size, :])\n",
        "\n",
        "scaler.fit(train_data[i+window_size:, :])\n",
        "train_data[i+window_size:, :] = scaler.transform(train_data[i+window_size:, :])\n"
      ],
      "metadata": {
        "id": "xbGfbnyHoFAA"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# normalize the test data\n",
        "test_data = scaler.transform(test_data)"
      ],
      "metadata": {
        "id": "xaiixPQUtGQh"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# reshape both train data and test data\n",
        "'''The -1 argument in reshape() means that the size of that dimension is inferred from the\n",
        "length of the array and the remaining dimensions.\n",
        "This is often used when you want to reshape an array but you don't know the exact size of one\n",
        "of the dimensions.'''\n",
        "train_data = train_data.reshape(-1)\n",
        "test_data = test_data.reshape(-1)"
      ],
      "metadata": {
        "id": "X9saWn_0tjcO"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "test_data"
      ],
      "metadata": {
        "collapsed": true,
        "id": "c2hd6ryJvYUk",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "4f8047e8-7458-4431-95f9-6460f4db0c64"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "       -3.52911407e-04,  2.42079620e-03,  4.05980524e-03,  1.94302838e-03,\n",
              "       -4.41393786e-03,  1.02067107e-03,  1.55925895e-02])"
            ]
          },
          "metadata": {},
          "execution_count": 25
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# smoothen the training data using Exponential Moving Average Smoothing\n",
        "EMA = 0.0\n",
        "gamma = 0.1\n",
        "for t in range(len(train_data)):\n",
        "  EMA = gamma * train_data[t] + (1-gamma)*EMA\n",
        "  train_data[t] = EMA\n",
        "\n",
        "# for data visualization\n",
        "all_mid_data = np.concatenate([train_data, test_data], axis = 0)\n"
      ],
      "metadata": {
        "id": "68MDrQY9tssw"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "all_mid_data\n"
      ],
      "metadata": {
        "id": "F4fL8sOIuZ8j",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "e8e83448-f9ec-432b-b355-afe9306fc8d3"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([ 0.00360559,  0.01053843,  0.01429425, ..., -0.00441394,\n",
              "        0.00102067,  0.01559259])"
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **One Step Ahead Prediction via Averaging**\n",
        "We can predict future stock prices as an average of the previous stock prices. Doing it for more than one step can produce shockingly bad results.\n",
        "Here we will evaluate both ways- visually and quantitatively (Mean Square Error).\n",
        "\n",
        "MSE is done by taking squared error between the true value at one step ahead and the predicted value and averaging it over all the predictions."
      ],
      "metadata": {
        "id": "1jGjgqml8rYn"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# standard averaging\n",
        "# take a window of rows from the training data, average them and that will be the prediction.\n",
        "# to calc MSE, subtract prediction and training data value and square the difference.\n",
        "window_size_a = 45\n",
        "N = train_data.size\n",
        "std_avg_prediction = []\n",
        "std_avg_x = []\n",
        "mse_errors = []\n",
        "for j in range(window_size_a, N):\n",
        "  if j >= N:\n",
        "    date = dt.strptime(k, \"%Y-%m-%d\").date() + dt.timedelta(days = 1)\n",
        "  else:\n",
        "    date = df.loc[j, 'Date']\n",
        "\n",
        "  std_avg_prediction.append(np.mean(train_data[j-window_size_a:j]))\n",
        "  mse_errors.append((train_data[j]-std_avg_prediction[-1])**2)\n",
        "  std_avg_x.append(date)\n",
        "\n",
        "print('MSE error for std averaging: %.5f'%(0.5*np.mean(mse_errors)))\n"
      ],
      "metadata": {
        "id": "GPCdaRSlwVjX",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "8d6943a8-45e0-4929-b43a-59333e1d2fe6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MSE error for std averaging: 0.00427\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize = (18,9))\n",
        "plt.plot(range(df.shape[0]), all_mid_data, color = \"blue\", label = \"True\")\n",
        "plt.plot(range(window_size_a, N), std_avg_prediction, color = \"orange\", label= \"Prediction\")\n",
        "plt.xticks(range(0, len(std_avg_x), 150), std_avg_x[::150], rotation = 45)\n",
        "plt.xlabel('Date')\n",
        "plt.ylabel('Mid Price')\n",
        "plt.legend(fontsize = 18)\n",
        "plt.show()"
      ],
      "metadata": {
        "id": "u2C9Q4iIwY0y",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 743
        },
        "outputId": "1989d50d-cd28-4e93-9264-180c232d739f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1800x900 with 1 Axes>"
            ],
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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "###**One Step Ahead Prediction using Exponential Moving Average**\n"
      ],
      "metadata": {
        "id": "Az8lqpkaEIBw"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "window_size_b = 45\n",
        "N = train_data.size\n",
        "\n",
        "running_mean = 0\n",
        "run_avg_prediction = []\n",
        "run_avg_prediction.append(running_mean)\n",
        "run_avg_x = []\n",
        "mse_errors_run = []\n",
        "\n",
        "decay = 0.5\n",
        "\n",
        "for k in range(1, N):\n",
        "  date = df['Date'].loc[k]\n",
        "  running_mean = running_mean * decay + (1-decay) * train_data[k-1]\n",
        "  run_avg_prediction.append(running_mean)\n",
        "  mse_errors_run.append((train_data[k]-run_avg_prediction[-1])**2)\n",
        "  run_avg_x.append(date)\n",
        "\n",
        "print(\"MSE error for EMA averaging: %.5f\"%(0.5*np.mean(mse_errors_run)))\n"
      ],
      "metadata": {
        "id": "9SKaytrOERbR",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "9dd790c5-43ca-485d-e486-ed0e1a322a85"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MSE error for EMA averaging: 0.00009\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "len(run_avg_x)"
      ],
      "metadata": {
        "id": "23EMKWMeIbqx",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "e6b01781-6444-4b0b-a79a-2755905ea3bd"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "2634"
            ]
          },
          "metadata": {},
          "execution_count": 31
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize = (18,9))\n",
        "plt.plot(range(df.shape[0]), all_mid_data, color = \"blue\", label = \"True\")\n",
        "plt.plot(range(0, N), run_avg_prediction, color = \"orange\", label = \"Prediction\")\n",
        "plt.xticks(range(0, len(run_avg_x), 300), run_avg_x[::300], rotation = 45)\n",
        "plt.xlabel(\"Date\")\n",
        "plt.ylabel(\"Mid Price\")\n",
        "plt.legend(fontsize = 18)\n",
        "plt.show()\n"
      ],
      "metadata": {
        "id": "7al4G_pnGSQ2",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 742
        },
        "outputId": "5c8f2261-c4ef-4c22-cd07-491b23049097"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1800x900 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "It is a perfect prediction and matches the true values really well, as shown by the low MSE error too. However, we cant do much with just the stock market price for the next day. We need to know if the stock market price will go up or down in the next 30 days. If we use EMA for this then, we will see how bad it is.\n",
        "\n",
        "Momentum based algorithms can be helpful as they will tell based on past few values whether the future value will be up or down. So if the past few days, the prices have been going down, it will predict the future prices to be going down as well."
      ],
      "metadata": {
        "id": "sO0GeJDvIpSF"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "###**We will use LSTM** a more complex model\n",
        "And the equations for calculating each of these entities are as follows.\n",
        "\n",
        "$i_t = σ(W_{ix}X_t + W_{ih}h_{t-1} + b_i)$\n",
        "$\\tilde{c}_t = \\sigma(W_{cx}x_t + W_{ch}h_{t-1} + b_c)$\n",
        "$f_t = \\sigma(W_{fx}x_t + W_{fh}h_{t-1}+b_f)$\n",
        "\n",
        "$c_t = f_t (c_{t-1} + i_t\\tilde{c}_t)$\n",
        "\n",
        "$o_t = \\sigma(W_{ox}x_t + W_{oh}h_{t-1}+b_o)$\n",
        "\n",
        "$h_t = o_t tanh(c_t)$"
      ],
      "metadata": {
        "id": "crQGhpv9Jjn-"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from re import L\n",
        "# Define a DataGenerator class that will divide the data into batches and segments.\n",
        "class DataGeneratorSeq(object):\n",
        "  def __init__(self, prices, batch_size, num_unroll):\n",
        "    self._prices = prices\n",
        "    self._batch_size = batch_size\n",
        "    self._prices_length = len(self._prices) - num_unroll\n",
        "    self._num_unroll = num_unroll\n",
        "    self._segments = self._prices_length // self._batch_size\n",
        "    self._cursor = [offset * self._segments for offset in range(self._batch_size)]\n",
        "\n",
        "  def next_batch(self):\n",
        "    batch_data = np.zeros((self._batch_size),  dtype = np.float32)\n",
        "    batch_label = np.zeros((self._batch_size), dtype = np.float32)\n",
        "\n",
        "    for b in range(self._batch_size):\n",
        "      if self._cursor[b] + 1 >=self._prices_length:\n",
        "        self._cursor[b] = np.random.randint(0, (b+1)*self._segments)\n",
        "\n",
        "      batch_data[b] = self._prices[self._cursor[b]]\n",
        "      batch_label[b] = self._prices[self._cursor[b]+np.random.randint(0,5)]\n",
        "\n",
        "      self._cursor[b] = (self._cursor[b]+1)% self._prices_length\n",
        "\n",
        "    return batch_data, batch_label\n",
        "\n",
        "  def unroll_batch(self):\n",
        "    unroll_data, unroll_label = [], []\n",
        "    for ui in range(self._num_unroll):\n",
        "      data, label = self.next_batch()\n",
        "      unroll_data.append(data)\n",
        "      unroll_label.append(label)\n",
        "\n",
        "    return unroll_data, unroll_label\n",
        "\n",
        "\n",
        "  def reset_indices(self):\n",
        "    for b in range(self._batch_size):\n",
        "      self._cursor[b] = np.random.randint(0, min((b+1)*self._segments, self._prices.length-1))\n",
        "\n",
        "dg = DataGeneratorSeq(train_data, 5, 5)\n",
        "u_data, u_labels = dg.unroll_batch()\n",
        "\n",
        "for ui, (dat,lbl) in enumerate(zip(u_data, u_labels)):\n",
        "  print('\\nUnrolled index %d'%ui)\n",
        "  print('\\n\\tInputs: ', dat)\n",
        "  print('\\n\\tOutput: ', lbl)\n",
        "\n"
      ],
      "metadata": {
        "id": "Om2N2GlRXYMP",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "4823f0fe-d9be-4383-e818-99c259581e4b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Unrolled index 0\n",
            "\n",
            "\tInputs:  [0.00360559 0.09926361 0.48049292 0.2491847  0.06141313]\n",
            "\n",
            "\tOutput:  [0.00360559 0.09715872 0.5096935  0.24328698 0.06465305]\n",
            "\n",
            "Unrolled index 1\n",
            "\n",
            "\tInputs:  [0.01053843 0.09715872 0.49090552 0.2507357  0.06302825]\n",
            "\n",
            "\tOutput:  [0.01599874 0.08954398 0.49090552 0.24503328 0.06876173]\n",
            "\n",
            "Unrolled index 2\n",
            "\n",
            "\tInputs:  [0.01429425 0.09483547 0.4967897  0.24855088 0.06465305]\n",
            "\n",
            "\tOutput:  [0.0162296  0.08975696 0.5035714  0.24328698 0.06465305]\n",
            "\n",
            "Unrolled index 3\n",
            "\n",
            "\tInputs:  [0.0162296  0.09220024 0.5035714  0.24503328 0.0664544 ]\n",
            "\n",
            "\tOutput:  [0.01439887 0.09046191 0.5189408  0.23731285 0.0664544 ]\n",
            "\n",
            "Unrolled index 4\n",
            "\n",
            "\tInputs:  [0.01599874 0.09046191 0.5096935  0.24328698 0.06791165]\n",
            "\n",
            "\tOutput:  [0.0128768  0.08975696 0.5228672  0.23731285 0.06944904]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "zDSofeH8YAVJ"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}