01_Changing_One_Bit_Results_Analysis.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "f8d40547",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "15a5a2cc",
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv('flip_one_bit_sim_exps_df_25_correct.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ca67472b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
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       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>censoring_p_orig</th>\n",
       "      <th>exp_id</th>\n",
       "      <th>flipped_e_counter</th>\n",
       "      <th>flipped_e_idx</th>\n",
       "      <th>is_wrong_event_label</th>\n",
       "      <th>base_ci</th>\n",
       "      <th>new_ci</th>\n",
       "      <th>y_original</th>\n",
       "      <th>y_censored</th>\n",
       "      <th>y_diff</th>\n",
       "      <th>diff_from_base_ci</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>0.1</td>\n",
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       "      <td>9.182127</td>\n",
       "      <td>7.637817</td>\n",
       "      <td>1.544309</td>\n",
       "      <td>-0.000956</td>\n",
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       "    <tr>\n",
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       "      <td>1.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.786494</td>\n",
       "      <td>0.782599</td>\n",
       "      <td>0.334591</td>\n",
       "      <td>0.334591</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>-0.003895</td>\n",
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       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>0.1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.786494</td>\n",
       "      <td>0.786022</td>\n",
       "      <td>0.457397</td>\n",
       "      <td>0.457397</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>-0.000472</td>\n",
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       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>0.1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.786494</td>\n",
       "      <td>0.789533</td>\n",
       "      <td>16.274417</td>\n",
       "      <td>3.068869</td>\n",
       "      <td>13.205548</td>\n",
       "      <td>0.003039</td>\n",
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       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>0.1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.786494</td>\n",
       "      <td>0.786290</td>\n",
       "      <td>118.190814</td>\n",
       "      <td>22.095598</td>\n",
       "      <td>96.095216</td>\n",
       "      <td>-0.000204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <td>449995</td>\n",
       "      <td>0.9</td>\n",
       "      <td>999.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>46.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.872068</td>\n",
       "      <td>0.869074</td>\n",
       "      <td>18.737142</td>\n",
       "      <td>18.737142</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>-0.002994</td>\n",
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       "    <tr>\n",
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       "      <td>999.0</td>\n",
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       "      <td>49.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.872068</td>\n",
       "      <td>0.869347</td>\n",
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       "      <td>0.185026</td>\n",
       "      <td>-0.002721</td>\n",
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       "    <tr>\n",
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       "      <td>0.9</td>\n",
       "      <td>999.0</td>\n",
       "      <td>7.0</td>\n",
       "      <td>51.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.872068</td>\n",
       "      <td>0.887872</td>\n",
       "      <td>50.333227</td>\n",
       "      <td>12.340823</td>\n",
       "      <td>37.992405</td>\n",
       "      <td>0.015804</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>449998</td>\n",
       "      <td>0.9</td>\n",
       "      <td>999.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>58.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.872068</td>\n",
       "      <td>0.884026</td>\n",
       "      <td>162.528651</td>\n",
       "      <td>63.005367</td>\n",
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       "      <td>3.634834</td>\n",
       "      <td>2.068786</td>\n",
       "      <td>1.566048</td>\n",
       "      <td>-0.007871</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>450000 rows × 11 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        censoring_p_orig  exp_id  flipped_e_counter  flipped_e_idx  \\\n",
       "0                    0.1     0.0                0.0            1.0   \n",
       "1                    0.1     0.0                1.0            2.0   \n",
       "2                    0.1     0.0                2.0            3.0   \n",
       "3                    0.1     0.0                3.0            4.0   \n",
       "4                    0.1     0.0                4.0            6.0   \n",
       "...                  ...     ...                ...            ...   \n",
       "449995               0.9   999.0                5.0           46.0   \n",
       "449996               0.9   999.0                6.0           49.0   \n",
       "449997               0.9   999.0                7.0           51.0   \n",
       "449998               0.9   999.0                8.0           58.0   \n",
       "449999               0.9   999.0                9.0           96.0   \n",
       "\n",
       "        is_wrong_event_label   base_ci    new_ci  y_original  y_censored  \\\n",
       "0                        1.0  0.786494  0.785538    9.182127    7.637817   \n",
       "1                        0.0  0.786494  0.782599    0.334591    0.334591   \n",
       "2                        0.0  0.786494  0.786022    0.457397    0.457397   \n",
       "3                        1.0  0.786494  0.789533   16.274417    3.068869   \n",
       "4                        1.0  0.786494  0.786290  118.190814   22.095598   \n",
       "...                      ...       ...       ...         ...         ...   \n",
       "449995                   0.0  0.872068  0.869074   18.737142   18.737142   \n",
       "449996                   1.0  0.872068  0.869347    1.537617    1.352591   \n",
       "449997                   1.0  0.872068  0.887872   50.333227   12.340823   \n",
       "449998                   1.0  0.872068  0.884026  162.528651   63.005367   \n",
       "449999                   1.0  0.872068  0.864198    3.634834    2.068786   \n",
       "\n",
       "           y_diff  diff_from_base_ci  \n",
       "0        1.544309          -0.000956  \n",
       "1        0.000000          -0.003895  \n",
       "2        0.000000          -0.000472  \n",
       "3       13.205548           0.003039  \n",
       "4       96.095216          -0.000204  \n",
       "...           ...                ...  \n",
       "449995   0.000000          -0.002994  \n",
       "449996   0.185026          -0.002721  \n",
       "449997  37.992405           0.015804  \n",
       "449998  99.523284           0.011958  \n",
       "449999   1.566048          -0.007871  \n",
       "\n",
       "[450000 rows x 11 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "56e3e19b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1\n",
      "2\n",
      "3\n",
      "4\n",
      "5\n",
      "6\n",
      "7\n",
      "8\n",
      "9\n"
     ]
    }
   ],
   "source": [
    "max_dfs = []\n",
    "for i in range(1, 10):\n",
    "    print(i)\n",
    "    cp = i*0.1\n",
    "    g = df[df['censoring_p_orig']==cp].groupby(['exp_id'])\n",
    "    topn = int(g.get_group(0)['flipped_e_counter'].max())\n",
    "    max_n_df = g.apply(lambda x: x.sort_values('diff_from_base_ci', ascending=False).head(topn).assign(order=list(range(1,topn+1)))).drop(columns='exp_id').reset_index()\n",
    "    max_dfs.append(max_n_df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "cf96e48e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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      "Order 5 Percentage: 0.871\n",
      "Order 6 Percentage: 0.848\n",
      "Order 7 Percentage: 0.857\n",
      "Order 8 Percentage: 0.875\n",
      "Order 9 Percentage: 0.841\n",
      "Order 10 Percentage: 0.845\n",
      "Order 11 Percentage: 0.836\n",
      "Order 12 Percentage: 0.842\n",
      "Order 13 Percentage: 0.83\n",
      "Order 14 Percentage: 0.822\n",
      "Order 15 Percentage: 0.825\n",
      "Order 16 Percentage: 0.824\n",
      "Order 17 Percentage: 0.796\n",
      "Order 18 Percentage: 0.796\n",
      "Order 19 Percentage: 0.796\n",
      "Order 20 Percentage: 0.78\n",
      "Order 21 Percentage: 0.751\n",
      "Order 22 Percentage: 0.751\n",
      "Order 23 Percentage: 0.741\n",
      "Order 24 Percentage: 0.683\n",
      "Order 25 Percentage: 0.7\n",
      "Order 26 Percentage: 0.654\n",
      "Order 27 Percentage: 0.681\n",
      "Order 28 Percentage: 0.66\n",
      "Order 29 Percentage: 0.657\n",
      "Order 30 Percentage: 0.646\n",
      "Order 31 Percentage: 0.624\n",
      "Order 32 Percentage: 0.691\n",
      "Order 33 Percentage: 0.666\n",
      "Order 34 Percentage: 0.678\n",
      "Order 35 Percentage: 0.684\n",
      "Order 36 Percentage: 0.659\n",
      "Order 37 Percentage: 0.675\n",
      "Order 38 Percentage: 0.682\n",
      "Order 39 Percentage: 0.676\n",
      "Order 40 Percentage: 0.701\n",
      "Order 41 Percentage: 0.693\n",
      "Order 42 Percentage: 0.703\n",
      "Order 43 Percentage: 0.693\n",
      "Order 44 Percentage: 0.709\n",
      "Order 45 Percentage: 0.698\n",
      "Order 46 Percentage: 0.702\n",
      "Order 47 Percentage: 0.691\n",
      "Order 48 Percentage: 0.72\n",
      "Order 49 Percentage: 0.72\n",
      "Order 50 Percentage: 0.712\n",
      "Order 51 Percentage: 0.75\n",
      "Order 52 Percentage: 0.709\n",
      "Order 53 Percentage: 0.748\n",
      "Order 54 Percentage: 0.745\n",
      "Order 55 Percentage: 0.726\n",
      "Order 56 Percentage: 0.714\n",
      "Order 57 Percentage: 0.758\n",
      "Order 58 Percentage: 0.77\n",
      "Order 59 Percentage: 0.754\n",
      "Order 1 Percentage: 0.88\n",
      "Order 2 Percentage: 0.873\n",
      "Order 3 Percentage: 0.881\n",
      "Order 4 Percentage: 0.864\n",
      "Order 5 Percentage: 0.868\n",
      "Order 6 Percentage: 0.847\n",
      "Order 7 Percentage: 0.853\n",
      "Order 8 Percentage: 0.842\n",
      "Order 9 Percentage: 0.81\n",
      "Order 10 Percentage: 0.831\n",
      "Order 11 Percentage: 0.816\n",
      "Order 12 Percentage: 0.823\n",
      "Order 13 Percentage: 0.807\n",
      "Order 14 Percentage: 0.79\n",
      "Order 15 Percentage: 0.753\n",
      "Order 16 Percentage: 0.773\n",
      "Order 17 Percentage: 0.78\n",
      "Order 18 Percentage: 0.741\n",
      "Order 19 Percentage: 0.719\n",
      "Order 20 Percentage: 0.707\n",
      "Order 21 Percentage: 0.655\n",
      "Order 22 Percentage: 0.682\n",
      "Order 23 Percentage: 0.664\n",
      "Order 24 Percentage: 0.655\n",
      "Order 25 Percentage: 0.651\n",
      "Order 26 Percentage: 0.646\n",
      "Order 27 Percentage: 0.684\n",
      "Order 28 Percentage: 0.647\n",
      "Order 29 Percentage: 0.686\n",
      "Order 30 Percentage: 0.654\n",
      "Order 31 Percentage: 0.686\n",
      "Order 32 Percentage: 0.648\n",
      "Order 33 Percentage: 0.673\n",
      "Order 34 Percentage: 0.671\n",
      "Order 35 Percentage: 0.686\n",
      "Order 36 Percentage: 0.654\n",
      "Order 37 Percentage: 0.707\n",
      "Order 38 Percentage: 0.706\n",
      "Order 39 Percentage: 0.678\n",
      "Order 40 Percentage: 0.688\n",
      "Order 41 Percentage: 0.697\n",
      "Order 42 Percentage: 0.732\n",
      "Order 43 Percentage: 0.725\n",
      "Order 44 Percentage: 0.721\n",
      "Order 45 Percentage: 0.741\n",
      "Order 46 Percentage: 0.728\n",
      "Order 47 Percentage: 0.721\n",
      "Order 48 Percentage: 0.742\n",
      "Order 49 Percentage: 0.761\n",
      "Order 1 Percentage: 0.906\n",
      "Order 2 Percentage: 0.899\n",
      "Order 3 Percentage: 0.884\n",
      "Order 4 Percentage: 0.869\n",
      "Order 5 Percentage: 0.859\n",
      "Order 6 Percentage: 0.863\n",
      "Order 7 Percentage: 0.841\n",
      "Order 8 Percentage: 0.846\n",
      "Order 9 Percentage: 0.819\n",
      "Order 10 Percentage: 0.816\n",
      "Order 11 Percentage: 0.807\n",
      "Order 12 Percentage: 0.794\n",
      "Order 13 Percentage: 0.78\n",
      "Order 14 Percentage: 0.776\n",
      "Order 15 Percentage: 0.725\n",
      "Order 16 Percentage: 0.722\n",
      "Order 17 Percentage: 0.692\n",
      "Order 18 Percentage: 0.68\n",
      "Order 19 Percentage: 0.651\n",
      "Order 20 Percentage: 0.632\n",
      "Order 21 Percentage: 0.62\n",
      "Order 22 Percentage: 0.685\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Order 23 Percentage: 0.677\n",
      "Order 24 Percentage: 0.693\n",
      "Order 25 Percentage: 0.709\n",
      "Order 26 Percentage: 0.679\n",
      "Order 27 Percentage: 0.68\n",
      "Order 28 Percentage: 0.711\n",
      "Order 29 Percentage: 0.689\n",
      "Order 30 Percentage: 0.708\n",
      "Order 31 Percentage: 0.726\n",
      "Order 32 Percentage: 0.695\n",
      "Order 33 Percentage: 0.715\n",
      "Order 34 Percentage: 0.724\n",
      "Order 35 Percentage: 0.736\n",
      "Order 36 Percentage: 0.725\n",
      "Order 37 Percentage: 0.716\n",
      "Order 38 Percentage: 0.724\n",
      "Order 39 Percentage: 0.758\n",
      "Order 1 Percentage: 0.864\n",
      "Order 2 Percentage: 0.866\n",
      "Order 3 Percentage: 0.85\n",
      "Order 4 Percentage: 0.842\n",
      "Order 5 Percentage: 0.834\n",
      "Order 6 Percentage: 0.841\n",
      "Order 7 Percentage: 0.809\n",
      "Order 8 Percentage: 0.811\n",
      "Order 9 Percentage: 0.771\n",
      "Order 10 Percentage: 0.751\n",
      "Order 11 Percentage: 0.731\n",
      "Order 12 Percentage: 0.669\n",
      "Order 13 Percentage: 0.663\n",
      "Order 14 Percentage: 0.648\n",
      "Order 15 Percentage: 0.649\n",
      "Order 16 Percentage: 0.665\n",
      "Order 17 Percentage: 0.653\n",
      "Order 18 Percentage: 0.649\n",
      "Order 19 Percentage: 0.642\n",
      "Order 20 Percentage: 0.677\n",
      "Order 21 Percentage: 0.669\n",
      "Order 22 Percentage: 0.708\n",
      "Order 23 Percentage: 0.689\n",
      "Order 24 Percentage: 0.675\n",
      "Order 25 Percentage: 0.715\n",
      "Order 26 Percentage: 0.719\n",
      "Order 27 Percentage: 0.681\n",
      "Order 28 Percentage: 0.739\n",
      "Order 29 Percentage: 0.757\n",
      "Order 1 Percentage: 0.888\n",
      "Order 2 Percentage: 0.869\n",
      "Order 3 Percentage: 0.85\n",
      "Order 4 Percentage: 0.832\n",
      "Order 5 Percentage: 0.798\n",
      "Order 6 Percentage: 0.8\n",
      "Order 7 Percentage: 0.731\n",
      "Order 8 Percentage: 0.719\n",
      "Order 9 Percentage: 0.687\n",
      "Order 10 Percentage: 0.649\n",
      "Order 11 Percentage: 0.671\n",
      "Order 12 Percentage: 0.692\n",
      "Order 13 Percentage: 0.689\n",
      "Order 14 Percentage: 0.712\n",
      "Order 15 Percentage: 0.711\n",
      "Order 16 Percentage: 0.719\n",
      "Order 17 Percentage: 0.723\n",
      "Order 18 Percentage: 0.735\n",
      "Order 19 Percentage: 0.754\n",
      "Order 1 Percentage: 0.834\n",
      "Order 2 Percentage: 0.791\n",
      "Order 3 Percentage: 0.739\n",
      "Order 4 Percentage: 0.685\n",
      "Order 5 Percentage: 0.626\n",
      "Order 6 Percentage: 0.626\n",
      "Order 7 Percentage: 0.625\n",
      "Order 8 Percentage: 0.662\n",
      "Order 9 Percentage: 0.701\n"
     ]
    }
   ],
   "source": [
    "pc_pps = dict()\n",
    "for max_df in max_dfs:\n",
    "    pps = []\n",
    "    topn = max_df['order'].max()\n",
    "    pc = max_df['censoring_p_orig'].max()\n",
    "    for i in range(1, topn+1):\n",
    "        pp = max_df.loc[(max_df['order']==i), 'is_wrong_event_label'].mean()\n",
    "        print(f'Order {i} Percentage:',pp)\n",
    "        pps.append(pp)\n",
    "    pc_pps[pc] = pps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "4cb41e73",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(7, 3))\n",
    "for k in np.array(list(pc_pps.keys()))[1::2]:\n",
    "    plt.plot(pc_pps[k][:40], label=f'{k:.1f}')\n",
    "plt.axhline(0.75, c='gray', ls=':')\n",
    "for i in range(6):\n",
    "    plt.axvline(i, c='gray', ls=':')\n",
    "plt.legend(title=\"Orig. Censoring\")\n",
    "plt.xlabel('c-index change order')\n",
    "plt.ylabel('P(wrong label)')\n",
    "plt.tight_layout()\n",
    "plt.savefig(f'results/one_bit_flip/figs/one_bit_flip_correctly_labeled_p_25.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "64d6d7e1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(7, 3))\n",
    "for k in pc_pps:\n",
    "    plt.plot(pc_pps[k], label=f'{k:.1f}')\n",
    "plt.axhline(0.75, c='gray', ls=':')\n",
    "for i in range(6):\n",
    "    plt.axvline(i, c='gray', ls=':')\n",
    "plt.legend(title=\"Orig. Censoring\")\n",
    "plt.xlabel('c-index change order')\n",
    "plt.ylabel('P(wrong label)')\n",
    "plt.tight_layout()\n",
    "#plt.savefig(f'results/one_bit_flip/figs/one_bit_flip_correctly_labeled_p_25.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "84cebdc5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'P(wrong label|change order)')"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "for order in range(8):\n",
    "    pees = []\n",
    "    tops = []\n",
    "    for k in pc_pps:\n",
    "        pees.append(k)\n",
    "        tops.append(pc_pps[k][order])\n",
    "    plt.plot(pees, tops, label=f'order {order}')\n",
    "plt.axhline(0.75, c='gray', ls=':')\n",
    "plt.legend()\n",
    "plt.xlabel('censoring percentage')\n",
    "plt.ylabel('P(wrong label|change order)')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "83416b1a",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}