{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"name":"python","version":"3.10.14","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"},"kaggle":{"accelerator":"none","dataSources":[{"sourceId":84493,"databundleVersionId":9871156,"sourceType":"competition"}],"dockerImageVersionId":30804,"isInternetEnabled":true,"language":"python","sourceType":"notebook","isGpuEnabled":false}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"code","source":"# This Python 3 environment comes with many helpful analytics libraries installed\n# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n# For example, here's several helpful packages to load\n\nimport numpy as np # linear algebra\nimport pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n\n# Input data files are available in the read-only \"../input/\" directory\n# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n\nimport os\nfor dirname, _, filenames in os.walk('/kaggle/input'):\n    for filename in filenames:\n        print(os.path.join(dirname, filename))\n\n# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:45.236021Z","iopub.execute_input":"2025-01-13T16:21:45.236299Z","iopub.status.idle":"2025-01-13T16:21:46.340441Z","shell.execute_reply.started":"2025-01-13T16:21:45.236268Z","shell.execute_reply":"2025-01-13T16:21:46.339256Z"}},"outputs":[{"name":"stdout","text":"/kaggle/input/jane-street-real-time-market-data-forecasting/responders.csv\n/kaggle/input/jane-street-real-time-market-data-forecasting/sample_submission.csv\n/kaggle/input/jane-street-real-time-market-data-forecasting/features.csv\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=4/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=5/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=6/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=3/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=1/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=8/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=2/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=0/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=7/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/train.parquet/partition_id=9/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/lags.parquet/date_id=0/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/test.parquet/date_id=0/part-0.parquet\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/jane_street_gateway.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/jane_street_inference_server.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/__init__.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/templates.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/base_gateway.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/relay.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/kaggle_evaluation.proto\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/__init__.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/generated/kaggle_evaluation_pb2.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/generated/kaggle_evaluation_pb2_grpc.py\n/kaggle/input/jane-street-real-time-market-data-forecasting/kaggle_evaluation/core/generated/__init__.py\n","output_type":"stream"}],"execution_count":1},{"cell_type":"code","source":"import pandas as pd\nimport numpy as np\nimport matplotlib.pyplot as plt\nimport seaborn as sns\nfrom datetime import datetime, timedelta\nfrom re import sub\nfrom sklearn.metrics import mean_absolute_error\n\nimport xgboost as xgb\nfrom sklearn.metrics import mean_squared_error\n\ncolor_pal = sns.color_palette()\nplt.style.use('fivethirtyeight')\npd.options.mode.chained_assignment = None  # default='warn'\n","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:46.34241Z","iopub.execute_input":"2025-01-13T16:21:46.342958Z","iopub.status.idle":"2025-01-13T16:21:48.350448Z","shell.execute_reply.started":"2025-01-13T16:21:46.342909Z","shell.execute_reply":"2025-01-13T16:21:48.349579Z"}},"outputs":[],"execution_count":2},{"cell_type":"code","source":"%cd /kaggle/input/jane-street-real-time-market-data-forecasting\n\nfeatures = pd.read_csv(f\"features.csv\")\nresponders = pd.read_csv(f\"responders.csv\")\n","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:48.35182Z","iopub.execute_input":"2025-01-13T16:21:48.352378Z","iopub.status.idle":"2025-01-13T16:21:48.375327Z","shell.execute_reply.started":"2025-01-13T16:21:48.352332Z","shell.execute_reply":"2025-01-13T16:21:48.374308Z"}},"outputs":[{"name":"stdout","text":"/kaggle/input/jane-street-real-time-market-data-forecasting\n","output_type":"stream"}],"execution_count":3},{"cell_type":"code","source":"\ndf = pd.read_parquet('train.parquet/partition_id=0/part-0.parquet')\n\ndf['datetime_id'] = df['date_id'].astype(str)+'_'+df['time_id'].astype(str)","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:48.376711Z","iopub.execute_input":"2025-01-13T16:21:48.377333Z","iopub.status.idle":"2025-01-13T16:21:53.787278Z","shell.execute_reply.started":"2025-01-13T16:21:48.377284Z","shell.execute_reply":"2025-01-13T16:21:53.786047Z"}},"outputs":[],"execution_count":4},{"cell_type":"code","source":"# Adding last Responder data point from previous day as Lag Columns\ndf_resp_lag = df[['date_id', 'time_id', 'symbol_id', 'responder_0', 'responder_1', 'responder_2','responder_3', 'responder_4', 'responder_5', 'responder_6', 'responder_7', 'responder_8']]\n\ndf_resp_lag['date_id']=df_resp_lag['date_id']+1\n\ndf_resp_lag = df_resp_lag[df_resp_lag['time_id']==848]\n\ndf_resp_lag = df_resp_lag.drop(columns=['time_id'])\n\ndf_resp_lag = df_resp_lag.set_index(['date_id', 'symbol_id'])\n\nlag_columns = ['responder_0', 'responder_1', 'responder_2', 'responder_3', 'responder_4', 'responder_5', 'responder_6', 'responder_7', 'responder_8']\n\nrenamed_columns = {col: f\"{col}_lag\" for col in lag_columns}\n\ndf_resp_lag = df_resp_lag.rename(columns=renamed_columns)\n\ndf=df.join(df_resp_lag, on=[\"date_id\", \"symbol_id\"],  how=\"left\")\n\ndf=df[df['date_id'] != 0]","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:53.790761Z","iopub.execute_input":"2025-01-13T16:21:53.791244Z","iopub.status.idle":"2025-01-13T16:21:55.042563Z","shell.execute_reply.started":"2025-01-13T16:21:53.791196Z","shell.execute_reply":"2025-01-13T16:21:55.041477Z"}},"outputs":[],"execution_count":5},{"cell_type":"code","source":"df","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:55.044204Z","iopub.execute_input":"2025-01-13T16:21:55.044579Z","iopub.status.idle":"2025-01-13T16:21:55.433846Z","shell.execute_reply.started":"2025-01-13T16:21:55.044535Z","shell.execute_reply":"2025-01-13T16:21:55.4326Z"}},"outputs":[{"execution_count":6,"output_type":"execute_result","data":{"text/plain":"         date_id  time_id  symbol_id    weight  feature_00  feature_01  \\\n6792           1        0          0  1.749479         NaN         NaN   \n6793           1        0          1  3.911768         NaN         NaN   \n6794           1        0          2  1.062098         NaN         NaN   \n6795           1        0          7  1.083765         NaN         NaN   \n6796           1        0          9  2.015567         NaN         NaN   \n...          ...      ...        ...       ...         ...         ...   \n1944205      169      848         19  3.438631         NaN         NaN   \n1944206      169      848         30  0.768528         NaN         NaN   \n1944207      169      848         33  1.354696         NaN         NaN   \n1944208      169      848         34  1.021797         NaN         NaN   \n1944209      169      848         38  1.570022         NaN         NaN   \n\n         feature_02  feature_03  feature_04  feature_05  ...  datetime_id  \\\n6792            NaN         NaN         NaN    0.053447  ...          1_0   \n6793            NaN         NaN         NaN    0.053053  ...          1_0   \n6794            NaN         NaN         NaN    0.049771  ...          1_0   \n6795            NaN         NaN         NaN    0.034801  ...          1_0   \n6796            NaN         NaN         NaN    0.052724  ...          1_0   \n...             ...         ...         ...         ...  ...          ...   \n1944205         NaN         NaN         NaN   -0.028087  ...      169_848   \n1944206         NaN         NaN         NaN   -0.022584  ...      169_848   \n1944207         NaN         NaN         NaN   -0.024804  ...      169_848   \n1944208         NaN         NaN         NaN   -0.016138  ...      169_848   \n1944209         NaN         NaN         NaN   -0.017634  ...      169_848   \n\n         responder_0_lag  responder_1_lag  responder_2_lag  responder_3_lag  \\\n6792                 NaN              NaN              NaN              NaN   \n6793            1.382971         0.416069         3.134381         1.032238   \n6794                 NaN              NaN              NaN              NaN   \n6795            0.635954         0.173196         3.124839         1.068124   \n6796            0.248801        -0.104118        -0.110137         0.168204   \n...                  ...              ...              ...              ...   \n1944205         0.071372        -0.205358        -2.455122        -0.830456   \n1944206         0.392783         0.266657         1.394985         0.180339   \n1944207        -0.229961         0.298321         1.326351         0.312697   \n1944208         5.000000         5.000000         5.000000         5.000000   \n1944209         1.920941         0.815262         0.185442         0.490555   \n\n         responder_4_lag  responder_5_lag  responder_6_lag  responder_7_lag  \\\n6792                 NaN              NaN              NaN              NaN   \n6793            0.580303         1.853194         0.012090         0.040493   \n6794                 NaN              NaN              NaN              NaN   \n6795            0.436262         1.311089         0.116055         0.073651   \n6796            0.112685         0.459633         0.041742         0.044990   \n...                  ...              ...              ...              ...   \n1944205        -0.457276        -1.697308        -0.084368        -0.012795   \n1944206         0.190066         0.253151        -0.071289        -0.004109   \n1944207         0.191841        -0.321565         2.269410         0.947599   \n1944208         5.000000         5.000000        -0.248953        -0.059005   \n1944209         0.309099         0.498392        -0.060928        -0.006667   \n\n         responder_8_lag  \n6792                 NaN  \n6793            0.013765  \n6794                 NaN  \n6795            0.164904  \n6796            0.063626  \n...                  ...  \n1944205        -0.241631  \n1944206        -0.158904  \n1944207         3.509652  \n1944208        -0.479657  \n1944209        -0.137979  \n\n[1937418 rows x 102 columns]","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>date_id</th>\n      <th>time_id</th>\n      <th>symbol_id</th>\n      <th>weight</th>\n      <th>feature_00</th>\n      <th>feature_01</th>\n      <th>feature_02</th>\n      <th>feature_03</th>\n      <th>feature_04</th>\n      <th>feature_05</th>\n      <th>...</th>\n      <th>datetime_id</th>\n      <th>responder_0_lag</th>\n      <th>responder_1_lag</th>\n      <th>responder_2_lag</th>\n      <th>responder_3_lag</th>\n      <th>responder_4_lag</th>\n      <th>responder_5_lag</th>\n      <th>responder_6_lag</th>\n      <th>responder_7_lag</th>\n      <th>responder_8_lag</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>6792</th>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1.749479</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.053447</td>\n      <td>...</td>\n      <td>1_0</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n    </tr>\n    <tr>\n      <th>6793</th>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>3.911768</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.053053</td>\n      <td>...</td>\n      <td>1_0</td>\n      <td>1.382971</td>\n      <td>0.416069</td>\n      <td>3.134381</td>\n      <td>1.032238</td>\n      <td>0.580303</td>\n      <td>1.853194</td>\n      <td>0.012090</td>\n      <td>0.040493</td>\n      <td>0.013765</td>\n    </tr>\n    <tr>\n      <th>6794</th>\n      <td>1</td>\n      <td>0</td>\n      <td>2</td>\n      <td>1.062098</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.049771</td>\n      <td>...</td>\n      <td>1_0</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n    </tr>\n    <tr>\n      <th>6795</th>\n      <td>1</td>\n      <td>0</td>\n      <td>7</td>\n      <td>1.083765</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.034801</td>\n      <td>...</td>\n      <td>1_0</td>\n      <td>0.635954</td>\n      <td>0.173196</td>\n      <td>3.124839</td>\n      <td>1.068124</td>\n      <td>0.436262</td>\n      <td>1.311089</td>\n      <td>0.116055</td>\n      <td>0.073651</td>\n      <td>0.164904</td>\n    </tr>\n    <tr>\n      <th>6796</th>\n      <td>1</td>\n      <td>0</td>\n      <td>9</td>\n      <td>2.015567</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.052724</td>\n      <td>...</td>\n      <td>1_0</td>\n      <td>0.248801</td>\n      <td>-0.104118</td>\n      <td>-0.110137</td>\n      <td>0.168204</td>\n      <td>0.112685</td>\n      <td>0.459633</td>\n      <td>0.041742</td>\n      <td>0.044990</td>\n      <td>0.063626</td>\n    </tr>\n    <tr>\n      <th>...</th>\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      <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    </tr>\n    <tr>\n      <th>1944205</th>\n      <td>169</td>\n      <td>848</td>\n      <td>19</td>\n      <td>3.438631</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.028087</td>\n      <td>...</td>\n      <td>169_848</td>\n      <td>0.071372</td>\n      <td>-0.205358</td>\n      <td>-2.455122</td>\n      <td>-0.830456</td>\n      <td>-0.457276</td>\n      <td>-1.697308</td>\n      <td>-0.084368</td>\n      <td>-0.012795</td>\n      <td>-0.241631</td>\n    </tr>\n    <tr>\n      <th>1944206</th>\n      <td>169</td>\n      <td>848</td>\n      <td>30</td>\n      <td>0.768528</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.022584</td>\n      <td>...</td>\n      <td>169_848</td>\n      <td>0.392783</td>\n      <td>0.266657</td>\n      <td>1.394985</td>\n      <td>0.180339</td>\n      <td>0.190066</td>\n      <td>0.253151</td>\n      <td>-0.071289</td>\n      <td>-0.004109</td>\n      <td>-0.158904</td>\n    </tr>\n    <tr>\n      <th>1944207</th>\n      <td>169</td>\n      <td>848</td>\n      <td>33</td>\n      <td>1.354696</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.024804</td>\n      <td>...</td>\n      <td>169_848</td>\n      <td>-0.229961</td>\n      <td>0.298321</td>\n      <td>1.326351</td>\n      <td>0.312697</td>\n      <td>0.191841</td>\n      <td>-0.321565</td>\n      <td>2.269410</td>\n      <td>0.947599</td>\n      <td>3.509652</td>\n    </tr>\n    <tr>\n      <th>1944208</th>\n      <td>169</td>\n      <td>848</td>\n      <td>34</td>\n      <td>1.021797</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.016138</td>\n      <td>...</td>\n      <td>169_848</td>\n      <td>5.000000</td>\n      <td>5.000000</td>\n      <td>5.000000</td>\n      <td>5.000000</td>\n      <td>5.000000</td>\n      <td>5.000000</td>\n      <td>-0.248953</td>\n      <td>-0.059005</td>\n      <td>-0.479657</td>\n    </tr>\n    <tr>\n      <th>1944209</th>\n      <td>169</td>\n      <td>848</td>\n      <td>38</td>\n      <td>1.570022</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.017634</td>\n      <td>...</td>\n      <td>169_848</td>\n      <td>1.920941</td>\n      <td>0.815262</td>\n      <td>0.185442</td>\n      <td>0.490555</td>\n      <td>0.309099</td>\n      <td>0.498392</td>\n      <td>-0.060928</td>\n      <td>-0.006667</td>\n      <td>-0.137979</td>\n    </tr>\n  </tbody>\n</table>\n<p>1937418 rows × 102 columns</p>\n</div>"},"metadata":{}}],"execution_count":6},{"cell_type":"code","source":"df_single = df[df['symbol_id'] == 1]\ndf_single['responder_6_sum'] = df_single['responder_6'].cumsum()\nprint(df_single.columns)\ndf_single","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:55.435163Z","iopub.execute_input":"2025-01-13T16:21:55.435545Z","iopub.status.idle":"2025-01-13T16:21:55.566462Z","shell.execute_reply.started":"2025-01-13T16:21:55.435507Z","shell.execute_reply":"2025-01-13T16:21:55.565275Z"}},"outputs":[{"name":"stdout","text":"Index(['date_id', 'time_id', 'symbol_id', 'weight', 'feature_00', 'feature_01',\n       'feature_02', 'feature_03', 'feature_04', 'feature_05',\n       ...\n       'responder_0_lag', 'responder_1_lag', 'responder_2_lag',\n       'responder_3_lag', 'responder_4_lag', 'responder_5_lag',\n       'responder_6_lag', 'responder_7_lag', 'responder_8_lag',\n       'responder_6_sum'],\n      dtype='object', length=103)\n","output_type":"stream"},{"execution_count":7,"output_type":"execute_result","data":{"text/plain":"         date_id  time_id  symbol_id    weight  feature_00  feature_01  \\\n6793           1        0          1  3.911768         NaN         NaN   \n6805           1        1          1  3.911768         NaN         NaN   \n6817           1        2          1  3.911768         NaN         NaN   \n6829           1        3          1  3.911768         NaN         NaN   \n6841           1        4          1  3.911768         NaN         NaN   \n...          ...      ...        ...       ...         ...         ...   \n1944116      169      844          1  2.671190         NaN         NaN   \n1944135      169      845          1  2.671190         NaN         NaN   \n1944154      169      846          1  2.671190         NaN         NaN   \n1944173      169      847          1  2.671190         NaN         NaN   \n1944192      169      848          1  2.671190         NaN         NaN   \n\n         feature_02  feature_03  feature_04  feature_05  ...  responder_0_lag  \\\n6793            NaN         NaN         NaN    0.053053  ...         1.382971   \n6805            NaN         NaN         NaN   -0.018100  ...         1.382971   \n6817            NaN         NaN         NaN    0.025724  ...         1.382971   \n6829            NaN         NaN         NaN    0.338659  ...         1.382971   \n6841            NaN         NaN         NaN   -0.025732  ...         1.382971   \n...             ...         ...         ...         ...  ...              ...   \n1944116         NaN         NaN         NaN   -0.028816  ...         3.571399   \n1944135         NaN         NaN         NaN   -0.086655  ...         3.571399   \n1944154         NaN         NaN         NaN   -0.199057  ...         3.571399   \n1944173         NaN         NaN         NaN   -0.010886  ...         3.571399   \n1944192         NaN         NaN         NaN   -0.014743  ...         3.571399   \n\n         responder_1_lag  responder_2_lag  responder_3_lag  responder_4_lag  \\\n6793            0.416069         3.134381         1.032238         0.580303   \n6805            0.416069         3.134381         1.032238         0.580303   \n6817            0.416069         3.134381         1.032238         0.580303   \n6829            0.416069         3.134381         1.032238         0.580303   \n6841            0.416069         3.134381         1.032238         0.580303   \n...                  ...              ...              ...              ...   \n1944116         1.144238         0.528336         1.771674         0.843408   \n1944135         1.144238         0.528336         1.771674         0.843408   \n1944154         1.144238         0.528336         1.771674         0.843408   \n1944173         1.144238         0.528336         1.771674         0.843408   \n1944192         1.144238         0.528336         1.771674         0.843408   \n\n         responder_5_lag  responder_6_lag  responder_7_lag  responder_8_lag  \\\n6793            1.853194          0.01209         0.040493         0.013765   \n6805            1.853194          0.01209         0.040493         0.013765   \n6817            1.853194          0.01209         0.040493         0.013765   \n6829            1.853194          0.01209         0.040493         0.013765   \n6841            1.853194          0.01209         0.040493         0.013765   \n...                  ...              ...              ...              ...   \n1944116         0.476406          0.46042         0.263334         0.999840   \n1944135         0.476406          0.46042         0.263334         0.999840   \n1944154         0.476406          0.46042         0.263334         0.999840   \n1944173         0.476406          0.46042         0.263334         0.999840   \n1944192         0.476406          0.46042         0.263334         0.999840   \n\n         responder_6_sum  \n6793            1.677068  \n6805            2.958544  \n6817            4.216591  \n6829            5.517323  \n6841            7.136704  \n...                  ...  \n1944116       -37.217949  \n1944135       -37.186214  \n1944154       -37.175049  \n1944173       -37.166592  \n1944192       -37.137226  \n\n[142632 rows x 103 columns]","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>date_id</th>\n      <th>time_id</th>\n      <th>symbol_id</th>\n      <th>weight</th>\n      <th>feature_00</th>\n      <th>feature_01</th>\n      <th>feature_02</th>\n      <th>feature_03</th>\n      <th>feature_04</th>\n      <th>feature_05</th>\n      <th>...</th>\n      <th>responder_0_lag</th>\n      <th>responder_1_lag</th>\n      <th>responder_2_lag</th>\n      <th>responder_3_lag</th>\n      <th>responder_4_lag</th>\n      <th>responder_5_lag</th>\n      <th>responder_6_lag</th>\n      <th>responder_7_lag</th>\n      <th>responder_8_lag</th>\n      <th>responder_6_sum</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>6793</th>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>3.911768</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.053053</td>\n      <td>...</td>\n      <td>1.382971</td>\n      <td>0.416069</td>\n      <td>3.134381</td>\n      <td>1.032238</td>\n      <td>0.580303</td>\n      <td>1.853194</td>\n      <td>0.01209</td>\n      <td>0.040493</td>\n      <td>0.013765</td>\n      <td>1.677068</td>\n    </tr>\n    <tr>\n      <th>6805</th>\n      <td>1</td>\n      <td>1</td>\n      <td>1</td>\n      <td>3.911768</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.018100</td>\n      <td>...</td>\n      <td>1.382971</td>\n      <td>0.416069</td>\n      <td>3.134381</td>\n      <td>1.032238</td>\n      <td>0.580303</td>\n      <td>1.853194</td>\n      <td>0.01209</td>\n      <td>0.040493</td>\n      <td>0.013765</td>\n      <td>2.958544</td>\n    </tr>\n    <tr>\n      <th>6817</th>\n      <td>1</td>\n      <td>2</td>\n      <td>1</td>\n      <td>3.911768</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.025724</td>\n      <td>...</td>\n      <td>1.382971</td>\n      <td>0.416069</td>\n      <td>3.134381</td>\n      <td>1.032238</td>\n      <td>0.580303</td>\n      <td>1.853194</td>\n      <td>0.01209</td>\n      <td>0.040493</td>\n      <td>0.013765</td>\n      <td>4.216591</td>\n    </tr>\n    <tr>\n      <th>6829</th>\n      <td>1</td>\n      <td>3</td>\n      <td>1</td>\n      <td>3.911768</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.338659</td>\n      <td>...</td>\n      <td>1.382971</td>\n      <td>0.416069</td>\n      <td>3.134381</td>\n      <td>1.032238</td>\n      <td>0.580303</td>\n      <td>1.853194</td>\n      <td>0.01209</td>\n      <td>0.040493</td>\n      <td>0.013765</td>\n      <td>5.517323</td>\n    </tr>\n    <tr>\n      <th>6841</th>\n      <td>1</td>\n      <td>4</td>\n      <td>1</td>\n      <td>3.911768</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.025732</td>\n      <td>...</td>\n      <td>1.382971</td>\n      <td>0.416069</td>\n      <td>3.134381</td>\n      <td>1.032238</td>\n      <td>0.580303</td>\n      <td>1.853194</td>\n      <td>0.01209</td>\n      <td>0.040493</td>\n      <td>0.013765</td>\n      <td>7.136704</td>\n    </tr>\n    <tr>\n      <th>...</th>\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      <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    </tr>\n    <tr>\n      <th>1944116</th>\n      <td>169</td>\n      <td>844</td>\n      <td>1</td>\n      <td>2.671190</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.028816</td>\n      <td>...</td>\n      <td>3.571399</td>\n      <td>1.144238</td>\n      <td>0.528336</td>\n      <td>1.771674</td>\n      <td>0.843408</td>\n      <td>0.476406</td>\n      <td>0.46042</td>\n      <td>0.263334</td>\n      <td>0.999840</td>\n      <td>-37.217949</td>\n    </tr>\n    <tr>\n      <th>1944135</th>\n      <td>169</td>\n      <td>845</td>\n      <td>1</td>\n      <td>2.671190</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.086655</td>\n      <td>...</td>\n      <td>3.571399</td>\n      <td>1.144238</td>\n      <td>0.528336</td>\n      <td>1.771674</td>\n      <td>0.843408</td>\n      <td>0.476406</td>\n      <td>0.46042</td>\n      <td>0.263334</td>\n      <td>0.999840</td>\n      <td>-37.186214</td>\n    </tr>\n    <tr>\n      <th>1944154</th>\n      <td>169</td>\n      <td>846</td>\n      <td>1</td>\n      <td>2.671190</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.199057</td>\n      <td>...</td>\n      <td>3.571399</td>\n      <td>1.144238</td>\n      <td>0.528336</td>\n      <td>1.771674</td>\n      <td>0.843408</td>\n      <td>0.476406</td>\n      <td>0.46042</td>\n      <td>0.263334</td>\n      <td>0.999840</td>\n      <td>-37.175049</td>\n    </tr>\n    <tr>\n      <th>1944173</th>\n      <td>169</td>\n      <td>847</td>\n      <td>1</td>\n      <td>2.671190</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.010886</td>\n      <td>...</td>\n      <td>3.571399</td>\n      <td>1.144238</td>\n      <td>0.528336</td>\n      <td>1.771674</td>\n      <td>0.843408</td>\n      <td>0.476406</td>\n      <td>0.46042</td>\n      <td>0.263334</td>\n      <td>0.999840</td>\n      <td>-37.166592</td>\n    </tr>\n    <tr>\n      <th>1944192</th>\n      <td>169</td>\n      <td>848</td>\n      <td>1</td>\n      <td>2.671190</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>-0.014743</td>\n      <td>...</td>\n      <td>3.571399</td>\n      <td>1.144238</td>\n      <td>0.528336</td>\n      <td>1.771674</td>\n      <td>0.843408</td>\n      <td>0.476406</td>\n      <td>0.46042</td>\n      <td>0.263334</td>\n      <td>0.999840</td>\n      <td>-37.137226</td>\n    </tr>\n  </tbody>\n</table>\n<p>142632 rows × 103 columns</p>\n</div>"},"metadata":{}}],"execution_count":7},{"cell_type":"code","source":"# Plotting 10 Days of Symbol 1's stock price\nplt.figure(figsize=(20, 6))\nsns.scatterplot(data=df_single[df_single['date_id']<10], x='datetime_id', y='responder_6_sum', s=5, hue='date_id')\nplt.grid()\nplt.legend(title='Date ID') # Added legend title\nplt.show()","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:21:55.567967Z","iopub.execute_input":"2025-01-13T16:21:55.568376Z","iopub.status.idle":"2025-01-13T16:22:41.887741Z","shell.execute_reply.started":"2025-01-13T16:21:55.568329Z","shell.execute_reply":"2025-01-13T16:22:41.886704Z"}},"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 2000x600 with 1 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"},"metadata":{}}],"execution_count":8},{"cell_type":"code","source":"print(df_single['date_id'])","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:22:41.88956Z","iopub.execute_input":"2025-01-13T16:22:41.889994Z","iopub.status.idle":"2025-01-13T16:22:41.896482Z","shell.execute_reply.started":"2025-01-13T16:22:41.889947Z","shell.execute_reply":"2025-01-13T16:22:41.8955Z"}},"outputs":[{"name":"stdout","text":"6793         1\n6805         1\n6817         1\n6829         1\n6841         1\n          ... \n1944116    169\n1944135    169\n1944154    169\n1944173    169\n1944192    169\nName: date_id, Length: 142632, dtype: int16\n","output_type":"stream"}],"execution_count":9},{"cell_type":"code","source":"train = df_single[df_single['date_id']<150]\ntest = df_single[df_single['date_id']>=150]","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:22:41.897725Z","iopub.execute_input":"2025-01-13T16:22:41.898016Z","iopub.status.idle":"2025-01-13T16:22:41.947351Z","shell.execute_reply.started":"2025-01-13T16:22:41.897986Z","shell.execute_reply":"2025-01-13T16:22:41.946213Z"}},"outputs":[],"execution_count":10},{"cell_type":"code","source":"FEATURES = [ 'time_id','symbol_id', 'feature_05', 'feature_06', 'feature_07', 'feature_08', 'feature_09', 'feature_10', 'feature_11',\n       'feature_12', 'feature_13', 'feature_14', 'feature_15', 'feature_16',\n       'feature_17', 'feature_18', 'feature_19', 'feature_20', 'feature_21',\n       'feature_22', 'feature_23', 'feature_24', 'feature_25', 'feature_26',\n       'feature_27', 'feature_28', 'feature_29', 'feature_30', 'feature_31',\n       'feature_32', 'feature_33', 'feature_34', 'feature_35', 'feature_36',\n       'feature_37', 'feature_38', 'feature_39', 'feature_40', 'feature_41',\n       'feature_42', 'feature_43', 'feature_44', 'feature_45', 'feature_46',\n       'feature_47', 'feature_48', 'feature_49', 'feature_50', 'feature_51',\n       'feature_52', 'feature_53', 'feature_54', 'feature_55', 'feature_56',\n       'feature_57', 'feature_58', 'feature_59', 'feature_60', 'feature_61',\n       'feature_62', 'feature_63', 'feature_64', 'feature_65', 'feature_66',\n       'feature_67', 'feature_68', 'feature_69', 'feature_70', 'feature_71',\n       'feature_72', 'feature_73', 'feature_74', 'feature_75', 'feature_76',\n       'feature_77', 'feature_78', 'responder_0_lag', 'responder_1_lag', 'responder_2_lag', 'responder_3_lag',\n       'responder_4_lag', 'responder_5_lag', 'responder_6_lag', 'responder_7_lag', 'responder_8_lag']\n\nTARGET = 'responder_6'\n\nX_train = train[FEATURES]\ny_train = train[TARGET]\nw_train = train['weight']\n\nX_test = test[FEATURES]\ny_test = test[TARGET]\nw_test = test['weight']","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:22:41.948812Z","iopub.execute_input":"2025-01-13T16:22:41.949134Z","iopub.status.idle":"2025-01-13T16:22:41.979261Z","shell.execute_reply.started":"2025-01-13T16:22:41.949103Z","shell.execute_reply":"2025-01-13T16:22:41.978325Z"}},"outputs":[],"execution_count":11},{"cell_type":"code","source":"    reg = xgb.XGBRegressor(\n        base_score=0.9,\n        booster='dart', device='cpu',\n        n_estimators=900,\n        tree_method='hist',\n        early_stopping_rounds=100,\n        objective='reg:squarederror',\n        eval_metric=mean_absolute_error,\n        max_depth=4,\n        max_bin=100,\n        learning_rate=0.01)","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:22:41.98041Z","iopub.execute_input":"2025-01-13T16:22:41.980756Z","iopub.status.idle":"2025-01-13T16:22:41.986132Z","shell.execute_reply.started":"2025-01-13T16:22:41.980716Z","shell.execute_reply":"2025-01-13T16:22:41.985166Z"}},"outputs":[],"execution_count":12},{"cell_type":"code","source":"reg = xgb.XGBRegressor(\n    base_score=2,\n    booster='gbtree',\n    device='cpu',\n    n_estimators=2000,\n    tree_method='hist',\n    early_stopping_rounds=10,\n    eval_metric=mean_absolute_error,\n    max_depth=4,\n    learning_rate=0.01 )","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:22:41.987441Z","iopub.execute_input":"2025-01-13T16:22:41.987781Z","iopub.status.idle":"2025-01-13T16:22:41.99858Z","shell.execute_reply.started":"2025-01-13T16:22:41.987745Z","shell.execute_reply":"2025-01-13T16:22:41.99753Z"}},"outputs":[],"execution_count":13},{"cell_type":"code","source":"#Including the Train data also in the Eval_set, to monitor overfitting, compared to test-data.\nreg.fit(X_train, y_train,sample_weight=w_train,\n        eval_set=[(X_train, y_train),(X_test, y_test)],sample_weight_eval_set=[w_train,w_test],\n        verbose=100)","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:22:42.001944Z","iopub.execute_input":"2025-01-13T16:22:42.002543Z","iopub.status.idle":"2025-01-13T16:23:03.068456Z","shell.execute_reply.started":"2025-01-13T16:22:42.002494Z","shell.execute_reply":"2025-01-13T16:23:03.067447Z"}},"outputs":[{"name":"stdout","text":"[0]\tvalidation_0-rmse:2.07135\tvalidation_0-mean_absolute_error:1.98749\tvalidation_1-rmse:2.12215\tvalidation_1-mean_absolute_error:2.00309\n[100]\tvalidation_0-rmse:0.94217\tvalidation_0-mean_absolute_error:0.80095\tvalidation_1-rmse:1.05790\tvalidation_1-mean_absolute_error:0.88263\n[200]\tvalidation_0-rmse:0.65136\tvalidation_0-mean_absolute_error:0.48345\tvalidation_1-rmse:0.79781\tvalidation_1-mean_absolute_error:0.60562\n[300]\tvalidation_0-rmse:0.59615\tvalidation_0-mean_absolute_error:0.42355\tvalidation_1-rmse:0.74996\tvalidation_1-mean_absolute_error:0.55079\n[400]\tvalidation_0-rmse:0.58418\tvalidation_0-mean_absolute_error:0.41254\tvalidation_1-rmse:0.74194\tvalidation_1-mean_absolute_error:0.54093\n[402]\tvalidation_0-rmse:0.58407\tvalidation_0-mean_absolute_error:0.41245\tvalidation_1-rmse:0.74196\tvalidation_1-mean_absolute_error:0.54096\n","output_type":"stream"},{"execution_count":14,"output_type":"execute_result","data":{"text/plain":"XGBRegressor(base_score=2, booster='gbtree', callbacks=None,\n             colsample_bylevel=None, colsample_bynode=None,\n             colsample_bytree=None, device='cpu', early_stopping_rounds=10,\n             enable_categorical=False,\n             eval_metric=<function mean_absolute_error at 0x78a97f836dd0>,\n             feature_types=None, gamma=None, grow_policy=None,\n             importance_type=None, interaction_constraints=None,\n             learning_rate=0.01, max_bin=None, max_cat_threshold=None,\n             max_cat_to_onehot=None, max_delta_step=None, max_depth=4,\n             max_leaves=None, min_child_weight=None, missing=nan,\n             monotone_constraints=None, multi_strategy=None, n_estimators=2000,\n             n_jobs=None, num_parallel_tree=None, random_state=None, ...)","text/html":"<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>XGBRegressor(base_score=2, booster=&#x27;gbtree&#x27;, callbacks=None,\n             colsample_bylevel=None, colsample_bynode=None,\n             colsample_bytree=None, device=&#x27;cpu&#x27;, early_stopping_rounds=10,\n             enable_categorical=False,\n             eval_metric=&lt;function mean_absolute_error at 0x78a97f836dd0&gt;,\n             feature_types=None, gamma=None, grow_policy=None,\n             importance_type=None, interaction_constraints=None,\n             learning_rate=0.01, max_bin=None, max_cat_threshold=None,\n             max_cat_to_onehot=None, max_delta_step=None, max_depth=4,\n             max_leaves=None, min_child_weight=None, missing=nan,\n             monotone_constraints=None, multi_strategy=None, n_estimators=2000,\n             n_jobs=None, num_parallel_tree=None, random_state=None, ...)</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 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 sk-toggleable__label-arrow\">XGBRegressor</label><div class=\"sk-toggleable__content\"><pre>XGBRegressor(base_score=2, booster=&#x27;gbtree&#x27;, callbacks=None,\n             colsample_bylevel=None, colsample_bynode=None,\n             colsample_bytree=None, device=&#x27;cpu&#x27;, early_stopping_rounds=10,\n             enable_categorical=False,\n             eval_metric=&lt;function mean_absolute_error at 0x78a97f836dd0&gt;,\n             feature_types=None, gamma=None, grow_policy=None,\n             importance_type=None, interaction_constraints=None,\n             learning_rate=0.01, max_bin=None, max_cat_threshold=None,\n             max_cat_to_onehot=None, max_delta_step=None, max_depth=4,\n             max_leaves=None, min_child_weight=None, missing=nan,\n             monotone_constraints=None, multi_strategy=None, n_estimators=2000,\n             n_jobs=None, num_parallel_tree=None, random_state=None, ...)</pre></div></div></div></div></div>"},"metadata":{}}],"execution_count":14},{"cell_type":"code","source":"fi = pd.DataFrame(data=reg.feature_importances_,\n             index=reg.feature_names_in_,\n             columns=['importance'])\nfi[fi['importance']>0.015].sort_values('importance').plot(kind='barh', title='Feature Importance')\nplt.show()","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:23:03.069805Z","iopub.execute_input":"2025-01-13T16:23:03.070188Z","iopub.status.idle":"2025-01-13T16:23:03.442716Z","shell.execute_reply.started":"2025-01-13T16:23:03.07014Z","shell.execute_reply":"2025-01-13T16:23:03.441711Z"}},"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}}],"execution_count":15},{"cell_type":"code","source":"predict_col='prediction_01'\ntest[predict_col] = reg.predict(X_test)\ndf_single = df_single.merge(test[[predict_col]], how='left', left_index=True, right_index=True)\n\nfig, ax = plt.subplots(figsize=(20, 8))\nsns.scatterplot(data=df_single[df_single['date_id']>145], x=predict_col, y=TARGET,s=1)\nax.set_title('By Timestamp')\nplt.show()\n\nfig, ax = plt.subplots(figsize=(20, 8))\nsns.lineplot(data=df_single[df_single['date_id']>145], x='datetime_id', y='responder_6')\nsns.lineplot(data=df_single[df_single['date_id']>145], x='datetime_id', y=predict_col)\nax.set_title('By Timestamp')\nplt.show()","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-01-13T16:23:03.444305Z","iopub.execute_input":"2025-01-13T16:23:03.44472Z"}},"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 2000x800 with 1 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FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n  with pd.option_context('mode.use_inf_as_na', True):\n/opt/conda/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n  with pd.option_context('mode.use_inf_as_na', True):\n","output_type":"stream"}],"execution_count":null},{"cell_type":"code","source":"fig, ax = plt.subplots(figsize=(10, 8))\nsns.scatterplot(data=df_single, x='responder_5_lag', label='feature_06 ', y='responder_6',s=2)\nplt.legend(title='Date ID')\nplt.show()","metadata":{"trusted":true},"outputs":[],"execution_count":null},{"cell_type":"code","source":"fig, ax = plt.subplots(figsize=(10, 8))\nsns.scatterplot(data=df_single, x='feature_49', label='feature_06 ', y='responder_6',s=2)\nplt.legend(title='Date ID')\nplt.show()","metadata":{"trusted":true},"outputs":[],"execution_count":null},{"cell_type":"code","source":"","metadata":{"trusted":true},"outputs":[],"execution_count":null},{"cell_type":"code","source":"","metadata":{"trusted":true},"outputs":[],"execution_count":null}]}