{ "cells": [ { "cell_type": "markdown", "id": "15766a1d", "metadata": { "papermill": { "duration": 0.022668, "end_time": "2021-09-23T21:20:08.536683", "exception": false, "start_time": "2021-09-23T21:20:08.514015", "status": "completed" }, "tags": [] }, "source": [ "# Deep Learning Starter : Simple LSTM\n", "\n", "This notebook leverages the time series structure of the data.\n", "\n", "I expect sequential Deep Learning models to dominate in this competition, so here's a simple LSTM architecture.\n", "\n", "Parameters were not really tweaked so the baseline is easily improvable.\n", "\n", "Code is taken from previous work, some functions are documented but the doc may be outdated.\n", "\n", "\n", "**Don't fork without upvoting ^^**" ] }, { "cell_type": "code", "execution_count": 2, "id": "d20019e6", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:08.584490Z", "iopub.status.busy": "2021-09-23T21:20:08.583029Z", "iopub.status.idle": "2021-09-23T21:20:09.357402Z", "shell.execute_reply": "2021-09-23T21:20:09.356832Z", "shell.execute_reply.started": "2021-09-23T15:48:46.478686Z" }, "papermill": { "duration": 0.799234, "end_time": "2021-09-23T21:20:09.357559", "exception": false, "start_time": "2021-09-23T21:20:08.558325", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "import os\n", "import warnings\n", "import numpy as np\n", "import pandas as pd\n", "import seaborn as sns\n", "import matplotlib.pyplot as plt\n", "\n", "from tqdm.notebook import tqdm\n", "from collections import Counter\n", "\n", "warnings.filterwarnings(\"ignore\")\n", "NUM_WORKERS = 16" ] }, { "cell_type": "markdown", "id": "b0315ed0", "metadata": { "papermill": { "duration": 0.021801, "end_time": "2021-09-23T21:20:09.402779", "exception": false, "start_time": "2021-09-23T21:20:09.380978", "status": "completed" }, "tags": [] }, "source": [ "## Data" ] }, { "cell_type": "markdown", "id": "7cb25d05", "metadata": { "papermill": { "duration": 0.021737, "end_time": "2021-09-23T21:20:09.446272", "exception": false, "start_time": "2021-09-23T21:20:09.424535", "status": "completed" }, "tags": [] }, "source": [ "### Load" ] }, { "cell_type": "code", "execution_count": 3, "id": "fd520830", "metadata": { "execution": { "iopub.execute_input": "2021-09-23T21:20:09.495043Z", "iopub.status.busy": "2021-09-23T21:20:09.494517Z", "iopub.status.idle": "2021-09-23T21:20:23.057883Z", "shell.execute_reply": "2021-09-23T21:20:23.058339Z", "shell.execute_reply.started": "2021-09-23T15:48:46.489787Z" }, "papermill": { "duration": 13.590445, "end_time": "2021-09-23T21:20:23.058540", "exception": false, "start_time": "2021-09-23T21:20:09.468095", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "DATA_PATH = \"../ventilator-pressure-prediction-data/\"\n", "\n", "sub = pd.read_csv(DATA_PATH + 'sample_submission.csv')\n", "df_train = pd.read_csv(DATA_PATH + 'train.csv')\n", "df_test = pd.read_csv(DATA_PATH + 'test.csv')\n", "\n", "\n", "df = df_train[df_train['breath_id'] < 5].reset_index(drop=True)" ] }, { "cell_type": "code", "execution_count": 4, "id": "fec7619a", "metadata": { "execution": { "iopub.execute_input": "2021-09-23T21:20:23.108914Z", "iopub.status.busy": "2021-09-23T21:20:23.108256Z", "iopub.status.idle": "2021-09-23T21:20:23.122181Z", "shell.execute_reply": "2021-09-23T21:20:23.122585Z", "shell.execute_reply.started": "2021-09-23T15:48:53.636373Z" }, "papermill": { "duration": 0.042028, "end_time": "2021-09-23T21:20:23.122704", "exception": false, "start_time": "2021-09-23T21:20:23.080676", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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idbreath_idRCtime_stepu_inu_outpressure
01120500.0000000.08333405.837492
12120500.03365218.38304105.907794
23120500.06751422.50927807.876254
34120500.10154222.808822011.742872
45120500.13575625.355850012.234987
\n", "
" ], "text/plain": [ " id breath_id R C time_step u_in u_out pressure\n", "0 1 1 20 50 0.000000 0.083334 0 5.837492\n", "1 2 1 20 50 0.033652 18.383041 0 5.907794\n", "2 3 1 20 50 0.067514 22.509278 0 7.876254\n", "3 4 1 20 50 0.101542 22.808822 0 11.742872\n", "4 5 1 20 50 0.135756 25.355850 0 12.234987" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head()" ] }, { "cell_type": "markdown", "id": "13ec3570", "metadata": { "papermill": { "duration": 0.022522, "end_time": "2021-09-23T21:20:23.167084", "exception": false, "start_time": "2021-09-23T21:20:23.144562", "status": "completed" }, "tags": [] }, "source": [ "### Viz" ] }, { "cell_type": "code", "execution_count": 5, "id": "d760f9a6", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:23.217155Z", "iopub.status.busy": "2021-09-23T21:20:23.216568Z", "iopub.status.idle": "2021-09-23T21:20:23.218727Z", "shell.execute_reply": "2021-09-23T21:20:23.219102Z", "shell.execute_reply.started": "2021-09-23T15:48:53.649751Z" }, "papermill": { "duration": 0.029979, "end_time": "2021-09-23T21:20:23.219227", "exception": false, "start_time": "2021-09-23T21:20:23.189248", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "def plot_sample(sample_id, df):\n", " df_breath = df[df['breath_id'] == sample_id]\n", " r, c = df_breath[['R', 'C']].values[0]\n", "\n", " cols = ['u_in', 'u_out', 'pressure'] if 'pressure' in df.columns else ['u_in', 'u_out']\n", " \n", " plt.figure(figsize=(12, 4))\n", " for col in ['u_in', 'u_out', 'pressure']:\n", " plt.plot(df_breath['time_step'], df_breath[col], label=col)\n", " \n", " plt.legend()\n", " plt.title(f'Sample {sample_id} - R={r}, C={c}')" ] }, { "cell_type": "code", "execution_count": 6, "id": "925bde57", "metadata": { "execution": { "iopub.execute_input": "2021-09-23T21:20:23.268961Z", "iopub.status.busy": "2021-09-23T21:20:23.268209Z", "iopub.status.idle": "2021-09-23T21:20:24.315047Z", "shell.execute_reply": "2021-09-23T21:20:24.314625Z", "shell.execute_reply.started": "2021-09-23T15:48:53.662894Z" }, "papermill": { "duration": 1.07377, "end_time": "2021-09-23T21:20:24.315155", "exception": false, "start_time": "2021-09-23T21:20:23.241385", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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", 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", 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "for i in df['breath_id'].unique():\n", " plot_sample(i, df_train)" ] }, { "cell_type": "markdown", "id": "656f3cd3", "metadata": { "papermill": { "duration": 0.026252, "end_time": "2021-09-23T21:20:24.368337", "exception": false, "start_time": "2021-09-23T21:20:24.342085", "status": "completed" }, "tags": [] }, "source": [ "### Dataset" ] }, { "cell_type": "code", "execution_count": 7, "id": "bf4b2d9a", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:24.431133Z", "iopub.status.busy": "2021-09-23T21:20:24.430620Z", "iopub.status.idle": "2021-09-23T21:20:28.844254Z", "shell.execute_reply": "2021-09-23T21:20:28.843166Z", "shell.execute_reply.started": "2021-09-23T15:48:54.529633Z" }, "papermill": { "duration": 4.449471, "end_time": "2021-09-23T21:20:28.844418", "exception": false, "start_time": "2021-09-23T21:20:24.394947", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "import torch\n", "from torch.utils.data import Dataset\n", "\n", "class VentilatorDataset(Dataset):\n", " def __init__(self, df):\n", " if \"pressure\" not in df.columns:\n", " df['pressure'] = 0\n", "\n", " self.df = df.groupby('breath_id').agg(list).reset_index()\n", " \n", " self.prepare_data()\n", " \n", " def __len__(self):\n", " return self.df.shape[0]\n", " \n", " def prepare_data(self):\n", " self.pressures = np.array(self.df['pressure'].values.tolist())\n", " \n", " rs = np.array(self.df['R'].values.tolist())\n", " cs = np.array(self.df['C'].values.tolist())\n", " u_ins = np.array(self.df['u_in'].values.tolist())\n", " \n", " self.u_outs = np.array(self.df['u_out'].values.tolist())\n", " \n", " self.inputs = np.concatenate([\n", " rs[:, None], \n", " cs[:, None], \n", " u_ins[:, None], \n", " np.cumsum(u_ins, 1)[:, None],\n", " self.u_outs[:, None]\n", " ], 1).transpose(0, 2, 1)\n", "\n", " def __getitem__(self, idx):\n", " data = {\n", " \"input\": torch.tensor(self.inputs[idx], dtype=torch.float),\n", " \"u_out\": torch.tensor(self.u_outs[idx], dtype=torch.float),\n", " \"p\": torch.tensor(self.pressures[idx], dtype=torch.float),\n", " }\n", " \n", " return data" ] }, { "cell_type": "code", "execution_count": 8, "id": "61c7419d", "metadata": { "_kg_hide-input": false, "_kg_hide-output": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:28.928779Z", "iopub.status.busy": "2021-09-23T21:20:28.928083Z", "iopub.status.idle": "2021-09-23T21:20:28.996727Z", "shell.execute_reply": "2021-09-23T21:20:28.997114Z", "shell.execute_reply.started": "2021-09-23T15:48:54.542342Z" }, "papermill": { "duration": 0.124855, "end_time": "2021-09-23T21:20:28.997259", "exception": false, "start_time": "2021-09-23T21:20:28.872404", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "{'input': tensor([[2.0000e+01, 5.0000e+01, 8.3334e-02, 8.3334e-02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.8383e+01, 1.8466e+01, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.2509e+01, 4.0976e+01, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.2809e+01, 6.3784e+01, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.5356e+01, 8.9140e+01, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.7260e+01, 1.1640e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.7127e+01, 1.4353e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.6808e+01, 1.7034e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.7865e+01, 1.9820e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.8313e+01, 2.2651e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.6867e+01, 2.5338e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.6763e+01, 2.8014e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.7993e+01, 3.0814e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.6790e+01, 3.3493e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.5634e+01, 3.6056e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.6280e+01, 3.8684e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.4727e+01, 4.1157e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.3468e+01, 4.3503e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.3858e+01, 4.5889e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.1883e+01, 4.8078e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.0701e+01, 5.0148e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.0844e+01, 5.2232e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.0269e+01, 5.4259e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.9694e+01, 5.6228e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.8927e+01, 5.8121e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.8094e+01, 5.9931e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.7194e+01, 6.1650e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.6419e+01, 6.3292e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.5745e+01, 6.4866e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.4932e+01, 6.6359e+02, 0.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 0.0000e+00, 6.6359e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 7.7922e-01, 6.6437e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.4390e+00, 6.6581e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 1.9942e+00, 6.6781e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.4672e+00, 6.7027e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 2.8634e+00, 6.7314e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 3.1978e+00, 6.7634e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 3.4784e+00, 6.7981e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 3.7164e+00, 6.8353e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 3.9168e+00, 6.8745e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.0863e+00, 6.9153e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.2287e+00, 6.9576e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.3494e+00, 7.0011e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.4512e+00, 7.0456e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.5370e+00, 7.0910e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.6095e+00, 7.1371e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.6708e+00, 7.1838e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.7227e+00, 7.2310e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.7661e+00, 7.2787e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.8029e+00, 7.3267e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.8337e+00, 7.3751e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.8598e+00, 7.4237e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.8818e+00, 7.4725e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9004e+00, 7.5215e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9160e+00, 7.5706e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9292e+00, 7.6199e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9402e+00, 7.6693e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9496e+00, 7.7188e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9575e+00, 7.7684e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9641e+00, 7.8180e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9697e+00, 7.8677e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9745e+00, 7.9175e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9785e+00, 7.9673e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9818e+00, 8.0171e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9847e+00, 8.0669e+02, 1.0000e+00],\n", " [2.0000e+01, 5.0000e+01, 4.9871e+00, 8.1168e+02, 1.0000e+00]]),\n", " 'u_out': tensor([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 1., 1., 1., 1., 1., 1.,\n", " 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1.,\n", " 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1.,\n", " 1., 1., 1., 1., 1., 1., 1., 1.]),\n", " 'p': tensor([ 5.8375, 5.9078, 7.8763, 11.7429, 12.2350, 12.8677, 14.6956, 15.8907,\n", " 15.5392, 15.7501, 17.2967, 17.2264, 16.1719, 17.3670, 18.0701, 17.1561,\n", " 18.2810, 18.7731, 17.8592, 19.1246, 19.3355, 18.4919, 18.5622, 18.6325,\n", " 18.8434, 19.0543, 19.2652, 19.3355, 19.3355, 19.4761, 19.5464, 17.0155,\n", " 9.5635, 7.8763, 8.6496, 7.5950, 7.6653, 8.2981, 7.2435, 7.9466,\n", " 7.5950, 7.4544, 8.1575, 6.8217, 7.1732, 7.5247, 6.9623, 7.4544,\n", " 7.5950, 7.1732, 7.7356, 7.2435, 7.5950, 7.3841, 7.2435, 7.7356,\n", " 7.5247, 6.9623, 7.1029, 7.3138, 6.1187, 7.0326, 6.8217, 6.5405,\n", " 6.9623, 6.8217, 6.5405, 6.8217, 6.8217, 6.3999, 6.7514, 6.5405,\n", " 6.3999, 6.7514, 6.4702, 6.3999, 6.6108, 6.3296, 6.5405, 6.4702])}" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset = VentilatorDataset(df)\n", "dataset[0]" ] }, { "cell_type": "markdown", "id": "7e94e1f2", "metadata": { "papermill": { "duration": 0.026392, "end_time": "2021-09-23T21:20:29.050571", "exception": false, "start_time": "2021-09-23T21:20:29.024179", "status": "completed" }, "tags": [] }, "source": [ "## Model\n", "- 2 Layer MLP\n", "- Bidirectional LSTM\n", "- Prediction dense layer" ] }, { "cell_type": "code", "execution_count": 9, "id": "6c249a41", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:29.113019Z", "iopub.status.busy": "2021-09-23T21:20:29.111656Z", "iopub.status.idle": "2021-09-23T21:20:29.113666Z", "shell.execute_reply": "2021-09-23T21:20:29.114055Z", "shell.execute_reply.started": "2021-09-23T15:48:54.590057Z" }, "papermill": { "duration": 0.036883, "end_time": "2021-09-23T21:20:29.114168", "exception": false, "start_time": "2021-09-23T21:20:29.077285", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "import torch\n", "import torch.nn as nn\n", "\n", "\n", "class RNNModel(nn.Module):\n", " def __init__(\n", " self,\n", " input_dim=4,\n", " lstm_dim=256,\n", " dense_dim=256,\n", " logit_dim=256,\n", " num_classes=1,\n", " ):\n", " super().__init__()\n", "\n", " self.mlp = nn.Sequential(\n", " nn.Linear(input_dim, dense_dim // 2),\n", " nn.ReLU(),\n", " nn.Linear(dense_dim // 2, dense_dim),\n", " nn.ReLU(),\n", " )\n", "\n", " self.lstm = nn.LSTM(dense_dim, lstm_dim, batch_first=True, bidirectional=True)\n", "\n", " self.logits = nn.Sequential(\n", " nn.Linear(lstm_dim * 2, logit_dim),\n", " nn.ReLU(),\n", " nn.Linear(logit_dim, num_classes),\n", " )\n", "\n", " def forward(self, x):\n", " features = self.mlp(x)\n", " features, _ = self.lstm(features)\n", " pred = self.logits(features)\n", " return pred" ] }, { "cell_type": "markdown", "id": "aada1444", "metadata": { "papermill": { "duration": 0.025924, "end_time": "2021-09-23T21:20:29.167623", "exception": false, "start_time": "2021-09-23T21:20:29.141699", "status": "completed" }, "tags": [] }, "source": [ "## Training" ] }, { "cell_type": "markdown", "id": "ecb89a1d", "metadata": { "papermill": { "duration": 0.026663, "end_time": "2021-09-23T21:20:29.220736", "exception": false, "start_time": "2021-09-23T21:20:29.194073", "status": "completed" }, "tags": [] }, "source": [ "### Utils" ] }, { "cell_type": "code", "execution_count": 10, "id": "3fa8feb6", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:29.282718Z", "iopub.status.busy": "2021-09-23T21:20:29.282082Z", "iopub.status.idle": "2021-09-23T21:20:29.284948Z", "shell.execute_reply": "2021-09-23T21:20:29.285306Z", "shell.execute_reply.started": "2021-09-23T15:48:54.599968Z" }, "jupyter": { "source_hidden": true }, "papermill": { "duration": 0.038433, "end_time": "2021-09-23T21:20:29.285434", "exception": false, "start_time": "2021-09-23T21:20:29.247001", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "import os\n", "import torch\n", "import random\n", "import numpy as np\n", "\n", "\n", "def seed_everything(seed):\n", " \"\"\"\n", " Seeds basic parameters for reproductibility of results.\n", "\n", " Args:\n", " seed (int): Number of the seed.\n", " \"\"\"\n", " random.seed(seed)\n", " os.environ[\"PYTHONHASHSEED\"] = str(seed)\n", " np.random.seed(seed)\n", " torch.manual_seed(seed)\n", " torch.cuda.manual_seed(seed)\n", " torch.backends.cudnn.deterministic = True\n", " torch.backends.cudnn.benchmark = False\n", " \n", " \n", "def count_parameters(model, all=False):\n", " \"\"\"\n", " Counts the parameters of a model.\n", "\n", " Args:\n", " model (torch model): Model to count the parameters of.\n", " all (bool, optional): Whether to count not trainable parameters. Defaults to False.\n", "\n", " Returns:\n", " int: Number of parameters.\n", " \"\"\"\n", " if all:\n", " return sum(p.numel() for p in model.parameters())\n", " else:\n", " return sum(p.numel() for p in model.parameters() if p.requires_grad)\n", "\n", " \n", "def worker_init_fn(worker_id):\n", " \"\"\"\n", " Handles PyTorch x Numpy seeding issues.\n", "\n", " Args:\n", " worker_id (int): Id of the worker.\n", " \"\"\"\n", " np.random.seed(np.random.get_state()[1][0] + worker_id)\n", " \n", "\n", "def save_model_weights(model, filename, verbose=1, cp_folder=\"\"):\n", " \"\"\"\n", " Saves the weights of a PyTorch model.\n", "\n", " Args:\n", " model (torch model): Model to save the weights of.\n", " filename (str): Name of the checkpoint.\n", " verbose (int, optional): Whether to display infos. Defaults to 1.\n", " cp_folder (str, optional): Folder to save to. Defaults to \"\".\n", " \"\"\"\n", " if verbose:\n", " print(f\"\\n -> Saving weights to {os.path.join(cp_folder, filename)}\\n\")\n", " torch.save(model.state_dict(), os.path.join(cp_folder, filename))" ] }, { "cell_type": "markdown", "id": "6ba8fd85", "metadata": { "papermill": { "duration": 0.026605, "end_time": "2021-09-23T21:20:29.338762", "exception": false, "start_time": "2021-09-23T21:20:29.312157", "status": "completed" }, "tags": [] }, "source": [ "### Metric & Loss\n", "> The competition will be scored as the mean absolute error between the predicted and actual pressures during the inspiratory phase of each breath. The expiratory phase is not scored." ] }, { "cell_type": "code", "execution_count": 11, "id": "1b39c26b", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:29.399169Z", "iopub.status.busy": "2021-09-23T21:20:29.398506Z", "iopub.status.idle": "2021-09-23T21:20:29.401469Z", "shell.execute_reply": "2021-09-23T21:20:29.401044Z", "shell.execute_reply.started": "2021-09-23T15:48:54.613905Z" }, "jupyter": { "source_hidden": true }, "papermill": { "duration": 0.035787, "end_time": "2021-09-23T21:20:29.401570", "exception": false, "start_time": "2021-09-23T21:20:29.365783", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "def compute_metric(df, preds):\n", " \"\"\"\n", " Metric for the problem, as I understood it.\n", " \"\"\"\n", " \n", " y = np.array(df['pressure'].values.tolist())\n", " w = 1 - np.array(df['u_out'].values.tolist())\n", " \n", " assert y.shape == preds.shape and w.shape == y.shape, (y.shape, preds.shape, w.shape)\n", " \n", " mae = w * np.abs(y - preds)\n", " mae = mae.sum() / w.sum()\n", " \n", " return mae\n", "\n", "\n", "class VentilatorLoss(nn.Module):\n", " \"\"\"\n", " Directly optimizes the competition metric\n", " \"\"\"\n", " def __call__(self, preds, y, u_out):\n", " w = 1 - u_out\n", " mae = w * (y - preds).abs()\n", " mae = mae.sum(-1) / w.sum(-1)\n", "\n", " return mae" ] }, { "cell_type": "markdown", "id": "25ad4ad4", "metadata": { "papermill": { "duration": 0.026469, "end_time": "2021-09-23T21:20:29.454938", "exception": false, "start_time": "2021-09-23T21:20:29.428469", "status": "completed" }, "tags": [] }, "source": [ "### Fit" ] }, { "cell_type": "code", "execution_count": 13, "id": "a334a34c", "metadata": { "_kg_hide-input": true, "_kg_hide-output": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:29.525199Z", "iopub.status.busy": "2021-09-23T21:20:29.510843Z", "iopub.status.idle": "2021-09-23T21:20:33.683962Z", "shell.execute_reply": "2021-09-23T21:20:33.682973Z", "shell.execute_reply.started": "2021-09-23T15:48:54.625694Z" }, "jupyter": { "source_hidden": true }, "papermill": { "duration": 4.202247, "end_time": "2021-09-23T21:20:33.684099", "exception": false, "start_time": "2021-09-23T21:20:29.481852", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "import gc\n", "import time\n", "import torch\n", "import numpy as np\n", "from torch.utils.data import DataLoader\n", "from transformers import get_linear_schedule_with_warmup\n", "\n", "\n", "def fit(\n", " model : RNNModel,\n", " train_dataset : VentilatorDataset,\n", " val_dataset,\n", " loss_name=\"L1Loss\",\n", " optimizer=\"Adam\",\n", " epochs=50,\n", " batch_size=32,\n", " val_bs=32,\n", " warmup_prop=0.1,\n", " lr=1e-3,\n", " num_classes=1,\n", " verbose=1,\n", " first_epoch_eval=0,\n", " device=\"cuda\"\n", "):\n", " avg_val_loss = 0.\n", "\n", " # Optimizer\n", " optimizer = getattr(torch.optim, optimizer)(model.parameters(), lr=lr)\n", "\n", " # Data loaders\n", " train_loader = DataLoader(\n", " train_dataset,\n", " batch_size=batch_size,\n", " shuffle=True,\n", " drop_last=True,\n", " num_workers=NUM_WORKERS,\n", " pin_memory=True,\n", " worker_init_fn=worker_init_fn\n", " )\n", "\n", " val_loader = DataLoader(\n", " val_dataset,\n", " batch_size=val_bs,\n", " shuffle=False,\n", " num_workers=NUM_WORKERS,\n", " pin_memory=True,\n", " )\n", "\n", " # Loss\n", "# loss_fct = getattr(torch.nn, loss_name)(reduction=\"none\")\n", " loss_fct = VentilatorLoss()\n", "\n", " # Scheduler\n", " num_warmup_steps = int(warmup_prop * epochs * len(train_loader))\n", " num_training_steps = int(epochs * len(train_loader))\n", " scheduler = get_linear_schedule_with_warmup(\n", " optimizer, num_warmup_steps, num_training_steps\n", " )\n", "\n", " for epoch in range(epochs):\n", " model.train()\n", " model.zero_grad()\n", " start_time = time.time()\n", "\n", " avg_loss = 0\n", " for data in train_loader:\n", " pred = model(data['input'].to(device)).squeeze(-1)\n", "\n", " loss = loss_fct(\n", " pred,\n", " data['p'].to(device),\n", " data['u_out'].to(device),\n", " ).mean()\n", " loss.backward()\n", " avg_loss += loss.item() / len(train_loader)\n", "\n", " optimizer.step()\n", " scheduler.step()\n", "\n", " for param in model.parameters():\n", " param.grad = None\n", "\n", " model.eval()\n", " mae, avg_val_loss = 0, 0\n", " preds = []\n", "\n", " with torch.no_grad():\n", " for data in val_loader:\n", " pred = model(data['input'].to(device)).squeeze(-1)\n", "\n", " loss = loss_fct(\n", " pred.detach(), \n", " data['p'].to(device),\n", " data['u_out'].to(device),\n", " ).mean()\n", " avg_val_loss += loss.item() / len(val_loader)\n", "\n", " preds.append(pred.detach().cpu().numpy())\n", " \n", " preds = np.concatenate(preds, 0)\n", " mae = compute_metric(val_dataset.df, preds)\n", "\n", " elapsed_time = time.time() - start_time\n", " if (epoch + 1) % verbose == 0:\n", " elapsed_time = elapsed_time * verbose\n", " lr = scheduler.get_last_lr()[0]\n", " print(\n", " f\"Epoch {epoch + 1:02d}/{epochs:02d} \\t lr={lr:.1e}\\t t={elapsed_time:.0f}s \\t\"\n", " f\"loss={avg_loss:.3f}\",\n", " end=\"\\t\",\n", " )\n", "\n", " if (epoch + 1 >= first_epoch_eval) or (epoch + 1 == epochs):\n", " print(f\"val_loss={avg_val_loss:.3f}\\tmae={mae:.3f}\")\n", " else:\n", " print(\"\")\n", "\n", " del (val_loader, train_loader, loss, data, pred)\n", " gc.collect()\n", " torch.cuda.empty_cache()\n", "\n", " return preds\n" ] }, { "cell_type": "markdown", "id": "85a32d9b", "metadata": { "papermill": { "duration": 0.026411, "end_time": "2021-09-23T21:20:33.737928", "exception": false, "start_time": "2021-09-23T21:20:33.711517", "status": "completed" }, "tags": [] }, "source": [ "### Predict" ] }, { "cell_type": "code", "execution_count": 14, "id": "52b3997d", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:33.798521Z", "iopub.status.busy": "2021-09-23T21:20:33.797713Z", "iopub.status.idle": "2021-09-23T21:20:33.800099Z", "shell.execute_reply": "2021-09-23T21:20:33.800492Z", "shell.execute_reply.started": "2021-09-23T15:48:54.646942Z" }, "jupyter": { "source_hidden": true }, "papermill": { "duration": 0.035476, "end_time": "2021-09-23T21:20:33.800615", "exception": false, "start_time": "2021-09-23T21:20:33.765139", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "def predict(\n", " model,\n", " dataset,\n", " batch_size=64,\n", " device=\"cuda\"\n", "):\n", " \"\"\"\n", " Usual torch predict function. Supports sigmoid and softmax activations.\n", " Args:\n", " model (torch model): Model to predict with.\n", " dataset (PathologyDataset): Dataset to predict on.\n", " batch_size (int, optional): Batch size. Defaults to 64.\n", " device (str, optional): Device for torch. Defaults to \"cuda\".\n", "\n", " Returns:\n", " numpy array [len(dataset) x num_classes]: Predictions.\n", " \"\"\"\n", " model.eval()\n", "\n", " loader = DataLoader(\n", " dataset, batch_size=batch_size, shuffle=False, num_workers=NUM_WORKERS\n", " )\n", " \n", " preds = []\n", " with torch.no_grad():\n", " for data in loader:\n", " pred = model(data['input'].to(device)).squeeze(-1)\n", " preds.append(pred.detach().cpu().numpy())\n", "\n", " preds = np.concatenate(preds, 0)\n", " return preds" ] }, { "cell_type": "markdown", "id": "b4e3bb80", "metadata": { "papermill": { "duration": 0.026928, "end_time": "2021-09-23T21:20:33.854511", "exception": false, "start_time": "2021-09-23T21:20:33.827583", "status": "completed" }, "tags": [] }, "source": [ "## Train" ] }, { "cell_type": "code", "execution_count": 15, "id": "1cc21852", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:33.920637Z", "iopub.status.busy": "2021-09-23T21:20:33.919930Z", "iopub.status.idle": "2021-09-23T21:20:33.922505Z", "shell.execute_reply": "2021-09-23T21:20:33.922082Z", "shell.execute_reply.started": "2021-09-23T15:48:54.659813Z" }, "jupyter": { "source_hidden": true }, "papermill": { "duration": 0.040784, "end_time": "2021-09-23T21:20:33.922605", "exception": false, "start_time": "2021-09-23T21:20:33.881821", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "def train(config, df_train, df_val, df_test, fold):\n", " \"\"\"\n", " Trains and validate a model.\n", "\n", " Args:\n", " config (Config): Parameters.\n", " df_train (pandas dataframe): Training metadata.\n", " df_val (pandas dataframe): Validation metadata.\n", " df_test (pandas dataframe): Test metadata.\n", " fold (int): Selected fold.\n", "\n", " Returns:\n", " np array: Study validation predictions.\n", " \"\"\"\n", "\n", " seed_everything(config.seed)\n", "\n", " model = RNNModel(\n", " input_dim=config.input_dim,\n", " lstm_dim=config.lstm_dim,\n", " dense_dim=config.dense_dim,\n", " logit_dim=config.logit_dim,\n", " num_classes=config.num_classes,\n", " ).to(config.device)\n", " model.zero_grad()\n", "\n", " train_dataset = VentilatorDataset(df_train)\n", " val_dataset = VentilatorDataset(df_val)\n", " test_dataset = VentilatorDataset(df_test)\n", "\n", " n_parameters = count_parameters(model)\n", "\n", " print(f\" -> {len(train_dataset)} training breathes\")\n", " print(f\" -> {len(val_dataset)} validation breathes\")\n", " print(f\" -> {n_parameters} trainable parameters\\n\")\n", "\n", " pred_val = fit(\n", " model,\n", " train_dataset,\n", " val_dataset,\n", " loss_name=config.loss,\n", " optimizer=config.optimizer,\n", " epochs=config.epochs,\n", " batch_size=config.batch_size,\n", " val_bs=config.val_bs,\n", " lr=config.lr,\n", " warmup_prop=config.warmup_prop,\n", " verbose=config.verbose,\n", " first_epoch_eval=config.first_epoch_eval,\n", " device=config.device,\n", " )\n", " \n", " pred_test = predict(\n", " model, \n", " test_dataset, \n", " batch_size=config.val_bs, \n", " device=config.device\n", " )\n", "\n", " if config.save_weights:\n", " save_model_weights(\n", " model,\n", " f\"{config.selected_model}_{fold}.pt\",\n", " cp_folder=\"\",\n", " )\n", "\n", " del (model, train_dataset, val_dataset, test_dataset)\n", " gc.collect()\n", " torch.cuda.empty_cache()\n", "\n", " return pred_val, pred_test" ] }, { "cell_type": "markdown", "id": "33364f4e", "metadata": { "papermill": { "duration": 0.026904, "end_time": "2021-09-23T21:20:33.976321", "exception": false, "start_time": "2021-09-23T21:20:33.949417", "status": "completed" }, "tags": [] }, "source": [ "### $k$-fold" ] }, { "cell_type": "code", "execution_count": 16, "id": "88d69956", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-23T21:20:34.037608Z", "iopub.status.busy": "2021-09-23T21:20:34.037074Z", "iopub.status.idle": "2021-09-23T21:20:34.153095Z", "shell.execute_reply": "2021-09-23T21:20:34.153511Z", "shell.execute_reply.started": "2021-09-23T15:48:54.674412Z" }, "papermill": { "duration": 0.14998, "end_time": "2021-09-23T21:20:34.153642", "exception": false, "start_time": "2021-09-23T21:20:34.003662", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "from sklearn.model_selection import GroupKFold\n", "\n", "def k_fold(config, df, df_test):\n", " \"\"\"\n", " Performs a patient grouped k-fold cross validation.\n", " \"\"\"\n", "\n", " pred_oof = np.zeros(len(df))\n", " preds_test = []\n", " \n", " gkf = GroupKFold(n_splits=config.k)\n", " splits = list(gkf.split(X=df, y=df, groups=df[\"breath_id\"]))\n", "\n", " for i, (train_idx, val_idx) in enumerate(splits):\n", " if i in config.selected_folds:\n", " print(f\"\\n------------- Fold {i + 1} / {config.k} -------------\\n\")\n", "\n", " df_train = df.iloc[train_idx].copy().reset_index(drop=True)\n", " df_val = df.iloc[val_idx].copy().reset_index(drop=True)\n", "\n", " pred_val, pred_test = train(config, df_train, df_val, df_test, i)\n", " \n", " pred_oof[val_idx] = pred_val.flatten()\n", " preds_test.append(pred_test.flatten())\n", "\n", " print(f'\\n -> CV MAE : {compute_metric(df, pred_oof) :.3f}')\n", "\n", " return pred_oof, np.mean(preds_test, 0)" ] }, { "cell_type": "markdown", "id": "0e1d71f8", "metadata": { "papermill": { "duration": 0.027243, "end_time": "2021-09-23T21:20:34.208354", "exception": false, "start_time": "2021-09-23T21:20:34.181111", "status": "completed" }, "tags": [] }, "source": [ "## Main" ] }, { "cell_type": "code", "execution_count": 17, "id": "d6fdcdea", "metadata": { "execution": { "iopub.execute_input": "2021-09-23T21:20:34.265433Z", "iopub.status.busy": "2021-09-23T21:20:34.264658Z", "iopub.status.idle": "2021-09-23T21:20:34.317652Z", "shell.execute_reply": "2021-09-23T21:20:34.318512Z", "shell.execute_reply.started": "2021-09-23T16:01:55.379977Z" }, "papermill": { "duration": 0.083091, "end_time": "2021-09-23T21:20:34.318667", "exception": false, "start_time": "2021-09-23T21:20:34.235576", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "class Config:\n", " \"\"\"\n", " Parameters used for training\n", " \"\"\"\n", " # General\n", " seed = 42\n", " verbose = 1\n", " device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n", " save_weights = True\n", "\n", " # k-fold\n", " k = 5\n", " selected_folds = [0, 1, 2, 3, 4]\n", " \n", " # Model\n", " selected_model = 'rnn'\n", " input_dim = 5\n", "\n", " dense_dim = 512\n", " lstm_dim = 512\n", " logit_dim = 512\n", " num_classes = 1\n", "\n", " # Training\n", " loss = \"L1Loss\" # not used\n", " optimizer = \"Adam\"\n", " batch_size = 128\n", " epochs = 200\n", "\n", " lr = 1e-3\n", " warmup_prop = 0\n", "\n", " val_bs = 256\n", " first_epoch_eval = 0" ] }, { "cell_type": "code", "execution_count": 18, "id": "fa2e8e30", "metadata": { "execution": { "iopub.execute_input": "2021-09-23T21:20:34.381278Z", "iopub.status.busy": "2021-09-23T21:20:34.380484Z", "iopub.status.idle": "2021-09-24T04:54:18.056705Z", "shell.execute_reply": "2021-09-24T04:54:18.057147Z", "shell.execute_reply.started": "2021-09-23T16:01:55.683568Z" }, "papermill": { "duration": 27223.711152, "end_time": "2021-09-24T04:54:18.057328", "exception": false, "start_time": "2021-09-23T21:20:34.346176", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "------------- Fold 1 / 5 -------------\n", "\n", " -> 60360 training breathes\n", " -> 15090 validation breathes\n", " -> 4860929 trainable parameters\n", "\n" ] }, { "ename": "KeyboardInterrupt", "evalue": "", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m pred_oof, pred_test = k_fold(\n\u001b[0m\u001b[1;32m 2\u001b[0m \u001b[0mConfig\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0mdf_train\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0mdf_test\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 5\u001b[0m )\n", "\u001b[0;32m\u001b[0m in \u001b[0;36mk_fold\u001b[0;34m(config, df, df_test)\u001b[0m\n\u001b[1;32m 19\u001b[0m \u001b[0mdf_val\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0miloc\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mval_idx\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcopy\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreset_index\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdrop\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 20\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 21\u001b[0;31m \u001b[0mpred_val\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpred_test\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtrain\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mconfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdf_train\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdf_val\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdf_test\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mi\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 22\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 23\u001b[0m \u001b[0mpred_oof\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mval_idx\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpred_val\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mflatten\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m\u001b[0m in \u001b[0;36mtrain\u001b[0;34m(config, df_train, df_val, df_test, 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33\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 34\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mduplicate_for_child\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfd\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m/opt/homebrew/Cellar/python@3.9/3.9.10/Frameworks/Python.framework/Versions/3.9/lib/python3.9/multiprocessing/popen_fork.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, process_obj)\u001b[0m\n\u001b[1;32m 17\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreturncode\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 18\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfinalizer\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 19\u001b[0;31m 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"\u001b[0;31mKeyboardInterrupt\u001b[0m: " ] } ], "source": [ "pred_oof, pred_test = k_fold(\n", " Config, \n", " df_train,\n", " df_test,\n", ")" ] }, { "cell_type": "markdown", "id": "cdd106c6", "metadata": { "papermill": { "duration": 0.284053, "end_time": "2021-09-24T04:54:18.623260", "exception": false, "start_time": "2021-09-24T04:54:18.339207", "status": "completed" }, "tags": [] }, "source": [ "### Predictions" ] }, { "cell_type": "code", "execution_count": null, "id": "589adade", "metadata": { "_kg_hide-input": true, "execution": { "iopub.execute_input": "2021-09-24T04:54:19.193977Z", "iopub.status.busy": "2021-09-24T04:54:19.190294Z", "iopub.status.idle": "2021-09-24T04:54:19.196408Z", "shell.execute_reply": "2021-09-24T04:54:19.195995Z", "shell.execute_reply.started": "2021-09-23T17:17:15.739091Z" }, "papermill": { "duration": 0.293901, "end_time": "2021-09-24T04:54:19.196525", "exception": false, "start_time": "2021-09-24T04:54:18.902624", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "def plot_prediction(sample_id, df):\n", " df_breath = df[df['breath_id'] == sample_id]\n", "\n", " cols = ['u_in', 'u_out', 'pressure'] if 'pressure' in df.columns else ['u_in', 'u_out']\n", " \n", " plt.figure(figsize=(12, 4))\n", " for col in ['pred', 'pressure', 'u_out']:\n", " plt.plot(df_breath['time_step'], df_breath[col], label=col)\n", " \n", " metric = compute_metric(df_breath, df_breath['pred'])\n", " \n", " plt.legend()\n", " plt.title(f'Sample {sample_id} - MAE={metric:.3f}')" ] }, { "cell_type": "code", "execution_count": null, "id": "a29db341", "metadata": { "execution": { "iopub.execute_input": "2021-09-24T04:54:19.999984Z", "iopub.status.busy": "2021-09-24T04:54:19.998939Z", "iopub.status.idle": "2021-09-24T04:54:20.024023Z", "shell.execute_reply": "2021-09-24T04:54:20.024443Z", "shell.execute_reply.started": "2021-09-23T17:17:15.938849Z" }, "papermill": { "duration": 0.468959, "end_time": "2021-09-24T04:54:20.024578", "exception": false, "start_time": "2021-09-24T04:54:19.555619", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "df_train[\"pred\"] = pred_oof" ] }, { "cell_type": "code", "execution_count": null, "id": "a8c42d53", "metadata": { "execution": { "iopub.execute_input": "2021-09-24T04:54:20.597998Z", "iopub.status.busy": "2021-09-24T04:54:20.597193Z", "iopub.status.idle": "2021-09-24T04:54:21.876139Z", "shell.execute_reply": "2021-09-24T04:54:21.876580Z", "shell.execute_reply.started": "2021-09-23T17:17:16.186296Z" }, "papermill": { "duration": 1.571028, "end_time": "2021-09-24T04:54:21.876733", "exception": false, "start_time": "2021-09-24T04:54:20.305705", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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", 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", 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", 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "for i in df_train['breath_id'].unique()[:5]:\n", " plot_prediction(i, df_train)" ] }, { "cell_type": "markdown", "id": "0205e699", "metadata": { "papermill": { "duration": 0.285762, "end_time": "2021-09-24T04:54:22.448717", "exception": false, "start_time": "2021-09-24T04:54:22.162955", "status": "completed" }, "tags": [] }, "source": [ "## Sub" ] }, { "cell_type": "code", "execution_count": null, "id": "c6b38809", "metadata": { "execution": { "iopub.execute_input": "2021-09-24T04:54:23.028762Z", "iopub.status.busy": "2021-09-24T04:54:23.027473Z", "iopub.status.idle": "2021-09-24T04:54:24.170166Z", "shell.execute_reply": "2021-09-24T04:54:24.169698Z", "shell.execute_reply.started": "2021-09-23T17:17:17.442946Z" }, "papermill": { "duration": 1.437495, "end_time": "2021-09-24T04:54:24.170299", "exception": false, "start_time": "2021-09-24T04:54:22.732804", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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", 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", 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", 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "df_test['pred'] = pred_test\n", "\n", "for i in df_test['breath_id'].unique()[:5]:\n", " plot_prediction(i, df_test)" ] }, { "cell_type": "code", "execution_count": null, "id": "8a40db30", "metadata": { "execution": { "iopub.execute_input": "2021-09-24T04:54:24.834106Z", "iopub.status.busy": "2021-09-24T04:54:24.832970Z", "iopub.status.idle": "2021-09-24T04:54:34.718271Z", "shell.execute_reply": "2021-09-24T04:54:34.717745Z", "shell.execute_reply.started": "2021-09-23T17:17:18.577955Z" }, "papermill": { "duration": 10.2499, "end_time": "2021-09-24T04:54:34.718443", "exception": false, "start_time": "2021-09-24T04:54:24.468543", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "sub['pressure'] = pred_test\n", "sub.to_csv('submission.csv', index=False)" ] }, { "cell_type": "markdown", "id": "3400726c", "metadata": { "papermill": { "duration": 0.289059, "end_time": "2021-09-24T04:54:35.295007", "exception": false, "start_time": "2021-09-24T04:54:35.005948", "status": "completed" }, "tags": [] }, "source": [ "**Thanks for reading !**" ] } ], "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": "3.9.10" }, "papermill": { "default_parameters": {}, "duration": 27276.852477, "end_time": "2021-09-24T04:54:39.149808", "environment_variables": {}, "exception": null, "input_path": "__notebook__.ipynb", "output_path": "__notebook__.ipynb", "parameters": {}, "start_time": "2021-09-23T21:20:02.297331", "version": "2.3.3" } }, "nbformat": 4, "nbformat_minor": 5 }