isolation_forest_model.ipynb

{
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   "id": "792670b8-1f73-47db-a839-a4d8e3c6bdf7",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "\n",
    "df = pd.read_json('FA-KSA_recording.json')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "5aab93f3-9bb8-4534-a9af-243d051c148a",
   "metadata": {},
   "outputs": [],
   "source": [
    "features = ['pitr','alt','clock','gs','heading','nav_qnh','nic_baro','vertRate','vertRate_geom','mach','heading_magnetic','nav_heading','nav_altitude','pressure']\n",
    "\n",
    "position = ['alt'] #lat, lon\n",
    "\n",
    "kinematic = ['gs'] # heading\n",
    "\n",
    "operation = ['hexid','squawk']\n",
    "\n",
    "data_for_iForest = position + kinematic\n",
    "\n",
    "df = df.dropna(subset=data_for_iForest)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "f7e1eca0-dc91-451a-93f4-e0b30d17831a",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "df['anomaly'] = np.where(df['gs'] > df['alt'] * 2/225 + 310, -1, df['anomaly'])  # y2 = 2/225x + 310\n",
    "df['anomaly'] = np.where(df['gs'] < df['alt'] * 31/4500 + 65, -1, df['anomaly']) # y1 = 31/4500 + 65\n",
    "df['anomaly_scores'] = np.where(df['gs'] > df['alt'] * 2/225 + 310, 1, df['anomaly_scores'])\n",
    "df['anomaly_scores'] = np.where(df['gs'] < df['alt'] * 31/4500 + 65, 1, df['anomaly_scores'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "3ecd970b-2e45-4717-b34a-a625732aaa86",
   "metadata": {},
   "outputs": [],
   "source": [
    "def calc_true_course(true_heading, wind_direction, wind_speed, true_airspeed):\n",
    "    # Convert degrees to radians\n",
    "    heading_rad = math.radians(true_heading)\n",
    "    wind_dir_rad = math.radians(wind_direction)\n",
    "    \n",
    "    # Calculate wind correction angle\n",
    "    wind_track_angle = wind_dir_rad - math.pi  # Convert wind direction FROM to TO\n",
    "    \n",
    "    # Cross wind component\n",
    "    cross_wind = wind_speed * math.sin(wind_track_angle - heading_rad)\n",
    "    \n",
    "    # Calculate wind correction angle\n",
    "    wca = math.degrees(math.asin(cross_wind / true_airspeed))\n",
    "    \n",
    "    # Calculate true course\n",
    "    true_course = true_heading + wca\n",
    "    \n",
    "    # Normalize to 0-360 degrees\n",
    "    true_course = (true_course + 360) % 360\n",
    "    \n",
    "    return true_course, wca"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "967157be-d285-4520-a50d-a8440edb2351",
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'heading' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[1;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[1;32mIn[20], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m true_course, wca \u001b[38;5;241m=\u001b[39m calc_true_course(df[heading], df[wind_speed], df[wind_speed], df[speed_tas])\n\u001b[0;32m      2\u001b[0m gs_calc \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39msqrt(df[speed_tas]\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m2\u001b[39m \u001b[38;5;241m+\u001b[39m df[wind_speed]\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m2\u001b[39m \u001b[38;5;241m-\u001b[39m (\u001b[38;5;241m2\u001b[39m\u001b[38;5;241m*\u001b[39mdf[speed_tas]\u001b[38;5;241m*\u001b[39mdf[wind_speed]\u001b[38;5;241m*\u001b[39mnp\u001b[38;5;241m.\u001b[39mcos(true_course) \u001b[38;5;241m-\u001b[39m df[wind_dir] \u001b[38;5;241m+\u001b[39m wca))\n",
      "\u001b[1;31mNameError\u001b[0m: name 'heading' is not defined"
     ]
    }
   ],
   "source": [
    "true_course, wca = calc_true_course(df[heading], df[wind_speed], df[wind_speed], df[speed_tas])\n",
    "gs_calc = np.sqrt(df[speed_tas]**2 + df[wind_speed]**2 - (2*df[speed_tas]*df[wind_speed]*np.cos(true_course) - df[wind_dir] + wca))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "eea36ef7-c6c1-4a77-a4b3-499e44f7be7a",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "9d063874-0a93-4d65-b4af-9064194896ab",
   "metadata": {},
   "source": [
    "# Scikit-Learn"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f3cec0a0-1b1b-490a-962e-df42455b4d11",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[Parallel(n_jobs=16)]: Using backend ThreadingBackend with 16 concurrent workers.\n",
      "[Parallel(n_jobs=16)]: Done   2 out of  16 | elapsed:    0.0s remaining:    0.9s\n",
      "[Parallel(n_jobs=16)]: Done  16 out of  16 | elapsed:    0.0s finished\n"
     ]
    },
    {
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       "}\n",
       "\n",
       ".sk-estimator-doc-link:hover span {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       "/* \"?\"-specific style due to the `<a>` HTML tag */\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link {\n",
       "  float: right;\n",
       "  font-size: 1rem;\n",
       "  line-height: 1em;\n",
       "  font-family: monospace;\n",
       "  background-color: var(--sklearn-color-background);\n",
       "  border-radius: 1rem;\n",
       "  height: 1rem;\n",
       "  width: 1rem;\n",
       "  text-decoration: none;\n",
       "  /* unfitted */\n",
       "  color: var(--sklearn-color-unfitted-level-1);\n",
       "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link.fitted {\n",
       "  /* fitted */\n",
       "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
       "  color: var(--sklearn-color-fitted-level-1);\n",
       "}\n",
       "\n",
       "/* On hover */\n",
       "#sk-container-id-1 a.estimator_doc_link:hover {\n",
       "  /* unfitted */\n",
       "  background-color: var(--sklearn-color-unfitted-level-3);\n",
       "  color: var(--sklearn-color-background);\n",
       "  text-decoration: none;\n",
       "}\n",
       "\n",
       "#sk-container-id-1 a.estimator_doc_link.fitted:hover {\n",
       "  /* fitted */\n",
       "  background-color: var(--sklearn-color-fitted-level-3);\n",
       "}\n",
       "</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>IsolationForest(contamination=0.0001, max_samples=100, n_jobs=-1,\n",
       "                random_state=12, verbose=1)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator fitted sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label fitted sk-toggleable__label-arrow fitted\">&nbsp;&nbsp;IsolationForest<a class=\"sk-estimator-doc-link fitted\" rel=\"noreferrer\" target=\"_blank\" href=\"https://scikit-learn.org/1.5/modules/generated/sklearn.ensemble.IsolationForest.html\">?<span>Documentation for IsolationForest</span></a><span class=\"sk-estimator-doc-link fitted\">i<span>Fitted</span></span></label><div class=\"sk-toggleable__content fitted\"><pre>IsolationForest(contamination=0.0001, max_samples=100, n_jobs=-1,\n",
       "                random_state=12, verbose=1)</pre></div> </div></div></div></div>"
      ],
      "text/plain": [
       "IsolationForest(contamination=0.0001, max_samples=100, n_jobs=-1,\n",
       "                random_state=12, verbose=1)"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.ensemble import IsolationForest\n",
    "\n",
    "iso_forest = IsolationForest(\n",
    "    n_estimators  = 100,\n",
    "    max_samples   = 100,\n",
    "    contamination = 0.0001,\n",
    "    max_features  = 1.0,\n",
    "    bootstrap     = False,\n",
    "    n_jobs        = -1,\n",
    "    random_state  = 12,\n",
    "    verbose       = 1,\n",
    "    warm_start    = False)\n",
    "\n",
    "\n",
    "iso_forest.fit(df[data_for_iForest])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "009556f2-1650-4833-9bd9-9046629139da",
   "metadata": {},
   "outputs": [],
   "source": [
    "df['anomaly_scores'] = iso_forest.decision_function(df[data_for_iForest])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "da8a39c4-463d-4791-bee4-2d4e7defb55b",
   "metadata": {},
   "outputs": [],
   "source": [
    "df['anomaly'] = iso_forest.predict(df[data_for_iForest])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 234,
   "id": "97d77f4b-c926-44b3-9291-bb4b7ba1c83e",
   "metadata": {},
   "outputs": [],
   "source": [
    "df['anomaly'] = np.where(df['gs'] > df['alt'] * 2/225 + 310, -1, df['anomaly'])  # y2 = 2/225x + 310\n",
    "df['anomaly'] = np.where(df['gs'] < df['alt'] * 31/4500 + 65, -1, df['anomaly']) # y1 = 31/4500 + 65\n",
    "df['anomaly_scores'] = np.where(df['gs'] > df['alt'] * 2/225 + 310, 1, df['anomaly_scores'])\n",
    "df['anomaly_scores'] = np.where(df['gs'] < df['alt'] * 31/4500 + 65, 1, df['anomaly_scores'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 236,
   "id": "d451426e-7dfb-4d73-bcdf-d9a582937dfd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .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>alt</th>\n",
       "      <th>gs</th>\n",
       "      <th>vertRate</th>\n",
       "      <th>anomaly_scores</th>\n",
       "      <th>anomaly</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>38975.0</td>\n",
       "      <td>495.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.197230</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>36000.0</td>\n",
       "      <td>406.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.242937</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>25525.0</td>\n",
       "      <td>426.0</td>\n",
       "      <td>1600.0</td>\n",
       "      <td>0.179922</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>350.0</td>\n",
       "      <td>157.0</td>\n",
       "      <td>-736.0</td>\n",
       "      <td>0.042960</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>36000.0</td>\n",
       "      <td>407.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.243325</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39087</th>\n",
       "      <td>8175.0</td>\n",
       "      <td>284.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.136065</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39088</th>\n",
       "      <td>39000.0</td>\n",
       "      <td>548.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.173631</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39089</th>\n",
       "      <td>33000.0</td>\n",
       "      <td>460.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.229333</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39090</th>\n",
       "      <td>7925.0</td>\n",
       "      <td>289.0</td>\n",
       "      <td>-1792.0</td>\n",
       "      <td>0.133522</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39091</th>\n",
       "      <td>8075.0</td>\n",
       "      <td>229.0</td>\n",
       "      <td>-128.0</td>\n",
       "      <td>0.121459</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>33584 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           alt     gs  vertRate  anomaly_scores  anomaly\n",
       "0      38975.0  495.0       0.0        0.197230        1\n",
       "1      36000.0  406.0       0.0        0.242937        1\n",
       "2      25525.0  426.0    1600.0        0.179922        1\n",
       "3        350.0  157.0    -736.0        0.042960        1\n",
       "4      36000.0  407.0       0.0        0.243325        1\n",
       "...        ...    ...       ...             ...      ...\n",
       "39087   8175.0  284.0       0.0        0.136065        1\n",
       "39088  39000.0  548.0       0.0        0.173631        1\n",
       "39089  33000.0  460.0       0.0        0.229333        1\n",
       "39090   7925.0  289.0   -1792.0        0.133522        1\n",
       "39091   8075.0  229.0    -128.0        0.121459        1\n",
       "\n",
       "[33584 rows x 5 columns]"
      ]
     },
     "execution_count": 236,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.loc[:,['alt','gs','vertRate','anomaly_scores','anomaly']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 238,
   "id": "e36ced49-1ef4-4458-9072-9b94f4a58617",
   "metadata": {},
   "outputs": [],
   "source": [
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "add_line = True\n",
    "line_function = None\n",
    "\n",
    "def outlier_plot(data, outlier_method_name, x_var, y_var, \n",
    "                 xaxis_limits=[0,1], yaxis_limits=[0,1]):\n",
    "    \n",
    "    print(f'Outlier Method: {outlier_method_name}')\n",
    "    \n",
    "    method = f'{outlier_method_name}_anomaly'\n",
    "    \n",
    "    print(f\"Number of anomalous values {len(data[data['anomaly']==-1])}\")\n",
    "    print(f\"Number of non anomalous values  {len(data[data['anomaly']== 1])}\")\n",
    "    print(f'Total Number of Values: {len(data)}')\n",
    "    \n",
    "    g = sns.FacetGrid(data, col='anomaly', height=4, hue='anomaly', hue_order=[1,-1])\n",
    "    g.map(sns.scatterplot, x_var, y_var)\n",
    "    if add_line:\n",
    "        \n",
    "        # If no line function provided, do linear regression\n",
    "        from sklearn.linear_model import LinearRegression\n",
    "        import numpy as np\n",
    "        \n",
    "        def line_function(x):\n",
    "            x = np.array(x).reshape(-1, 1)\n",
    "            y = data[y_var].values.reshape(-1, 1)\n",
    "            reg = LinearRegression().fit(data[x_var].values.reshape(-1, 1), y)\n",
    "            return reg.predict(x)\n",
    "        \n",
    "        # Add line to both plots\n",
    "        for ax in g.axes.flat:\n",
    "            #ax.plot([0,45000], [65,375], 'r-', label='Fitted Line')  # y1 = 31/4500 + 65\n",
    "            #ax.plot([0,45000], [310,710], 'r-', label='Fitted Line') # y2 = 2/225x + 310\n",
    "            ax.plot( [65,375],[0,45000], 'r-', label='Fitted Line')  # y1 = 31/4500 + 65\n",
    "            ax.plot( [310,710],[0,45000], 'r-', label='Fitted Line') # y2 = 2/225x + 310\n",
    "            ax.legend()\n",
    "    \n",
    "    g.fig.suptitle(f'Outlier Method: {outlier_method_name}', y=1.10, fontweight='bold')\n",
    "    g.set(xlim=xaxis_limits, ylim=yaxis_limits)\n",
    "    axes = g.axes.flatten()\n",
    "    axes[0].set_title(f\"Outliers\\n{len(data[data['anomaly']== -1])} points\")\n",
    "    axes[1].set_title(f\"Inliers\\n {len(data[data['anomaly']==  1])} points\")\n",
    "    return g"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 240,
   "id": "392dd133-13a5-4de4-acdb-7807cb686eb4",
   "metadata": {},
   "outputs": [],
   "source": [
    "#outlier_plot(df,\"Latitude vs Longitude\", \"lat\",\"lon\", [0,40],[20,80])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 242,
   "id": "fd701a05-ac80-4f5f-9b2d-d3160d6da6bb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Outlier Method: Altitude vs Ground Speed\n",
      "Number of anomalous values 4\n",
      "Number of non anomalous values  33580\n",
      "Total Number of Values: 33584\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x1475a96e420>"
      ]
     },
     "execution_count": 242,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "outlier_plot(df,\"Altitude vs Ground Speed\", \"alt\",\"gs\", [0,45000],[0,700])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 244,
   "id": "e5ddd743-5e84-4ec7-b152-a082b20e70ba",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Outlier Method: Altitude vs Ground Speed\n",
      "Number of anomalous values 4\n",
      "Number of non anomalous values  33580\n",
      "Total Number of Values: 33584\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.FacetGrid at 0x1475ab56030>"
      ]
     },
     "execution_count": 244,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "outlier_plot(df,\"Altitude vs Ground Speed\", \"gs\",\"alt\",[0,700], [0,45000])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad80acf7-6fe8-47ef-9fae-1efe6f9a73ed",
   "metadata": {},
   "source": [
    "# YDF"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "id": "f869a319-ef11-451f-ac8f-d5056e73ae72",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Train model on 33584 examples\n",
      "Model trained in 0:00:00.019003\n"
     ]
    }
   ],
   "source": [
    "import ydf\n",
    "\n",
    "ydf_IF = ydf.IsolationForestLearner(features=features).train(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "b99b0ef1-fd92-4d2b-9d7a-e1fcc4be0de7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<style>\n",
       "\n",
       ".tab_block .header {\n",
       "    flex-direction: row;\n",
       "    display: flex;\n",
       "}\n",
       "\n",
       ".tab_block .header .tab {\n",
       "    cursor: pointer;\n",
       "    background-color: #F6F5F5;\n",
       "    text-decoration: none;\n",
       "    text-align: center;\n",
       "    padding: 4px 12px;\n",
       "    color: black;\n",
       "}\n",
       "\n",
       ".tab_block .header .tab.selected {\n",
       "    border-bottom: 2px solid #2F80ED;\n",
       "}\n",
       "\n",
       ".tab_block .header .tab:hover {\n",
       "    text-decoration: none;\n",
       "    background-color: #DCDCDC;\n",
       "}\n",
       "\n",
       ".tab_block .body .tab_content {\n",
       "    display: none;\n",
       "    padding: 5px;\n",
       "}\n",
       "\n",
       ".tab_block .body .tab_content.selected {\n",
       "    display: block;\n",
       "}\n",
       "\n",
       ".ydf_pre {\n",
       "    font-size: medium;\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       ".variable_importance {\n",
       "}\n",
       "\n",
       ".variable_importance select {\n",
       "}\n",
       "\n",
       ".variable_importance .content {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".variable_importance .content.selected {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".ydf_tuning_table {\n",
       "  border-collapse: collapse;\n",
       "  border: 1px solid lightgray;\n",
       "}\n",
       "\n",
       ".ydf_tuning_table th {\n",
       "  background-color: #ededed;\n",
       "  font-weight: bold;\n",
       "  text-align: left;\n",
       "  padding: 3px 4px;\n",
       "  border: 1px solid lightgray;\n",
       "}\n",
       "\n",
       ".ydf_tuning_table td {\n",
       "  text-align: right;\n",
       "  padding: 3px 4px;\n",
       "  border: 1px solid lightgray;\n",
       "}\n",
       "\n",
       ".ydf_tuning_table .best {\n",
       "  background-color: khaki;\n",
       "}\n",
       "\n",
       "</style>\n",
       "\n",
       "<script>\n",
       "\n",
       "function ydfShowTab(block_id, item) {\n",
       "    const block = document.getElementById(block_id);\n",
       "    \n",
       "    \n",
       "    console.log(\"HIDE first of:\",block.getElementsByClassName(\"tab selected\"));\n",
       "    console.log(\"HIDE first of:\",block.getElementsByClassName(\"tab_content selected\"));\n",
       "    \n",
       "    block.getElementsByClassName(\"tab selected\")[0].classList.remove(\"selected\");\n",
       "    block.getElementsByClassName(\"tab_content selected\")[0].classList.remove(\"selected\");\n",
       "    document.getElementById(block_id + \"_\" + item).classList.add(\"selected\");\n",
       "    document.getElementById(block_id + \"_body_\" + item).classList.add(\"selected\");\n",
       "}\n",
       "  \n",
       "\n",
       "function ydfShowVariableImportance(block_id) {\n",
       "    const block = document.getElementById(block_id);\n",
       "    const item = block.getElementsByTagName(\"select\")[0].value;\n",
       "    block.getElementsByClassName(\"content selected\")[0].classList.remove(\"selected\");\n",
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      "text/plain": [
       "<ydf.model.analysis.Analysis at 0x1fb68f291f0>"
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     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "ydf_IF.analyze(df,sampling=0.1)"
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  {
   "cell_type": "markdown",
   "id": "1d951486-e51a-4955-abc7-f0cf94715e15",
   "metadata": {},
   "source": [
    "## Framing and Training"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3acfb546-6369-421e-bca7-61eb07a5d553",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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