{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"name":"python","version":"3.10.13","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"},"kaggle":{"accelerator":"none","dataSources":[{"sourceId":71549,"databundleVersionId":8561470,"sourceType":"competition"}],"dockerImageVersionId":30732,"isInternetEnabled":false,"language":"python","sourceType":"notebook","isGpuEnabled":false}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"<div style=\"color: #ffffff; border-radius: 0 50px 0 20px; background-color:#002F6C; padding:2px; margin-bottom: 5px;\">\n    <blockquote style=\"border-left: 5px solid #008080 ;\"> \n    <p style=\"margin: 0; font-size: 25px; text-align: center; font-family:Open Sans; font-weight: bold; letter-spacing: 2px;\">Machine Learning Model for </p>  \n     <p style=\"margin: 0; font-size: 25px; text-align: center; font-family:Open Sans; font-weight: bold; letter-spacing: 2px;\">Degenerative Lumbar Spine Disease Classification of Medical Conditions</p>  \n    </blockquote>\n</div>","metadata":{}},{"cell_type":"markdown","source":"<div style=\"display:inline-block; text-align:left; margin-bottom:10px;\">\n    <div style=\"border: 2px solid #333333; border-radius: 0 30px 0 0; padding: 10px; margin-bottom: 10px; background-color: #f0f0f0;\">\n        <div style=\"float: right; margin-left: 20px;\">\n            <img src=\"attachment:4ffaac17-aa75-4f8a-9134-860cf49db7b7.jpg\" alt=\"Spondylolisthesis Image\" style=\"width: 400px; height: auto; border-radius: 10px;\">\n        </div>\n        <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n            <span style=\"font-weight:bold; font-size: 150%; font-family: Montserrat; color:black;\">Information: </span>\n            <span style=\"color:black;font-size: 120%; font-family: Montserrat;\">Back pain, typically associated with the aging process, can also affect younger and middle-aged individuals. Back pain resulting from deteriorating spinal health is a common issue in today's world.\n            \n            \nSpondylosis is a group of degenerative spinal conditions where the structural integrity of the spine is compromised. This includes wear and tear of intervertebral discs, narrowing of the spinal canal (spinal stenosis), and compression of nerve roots, leading to symptoms such as pain, limited mobility, and sometimes numbness, prompting patients to seek medical attention.</span>\n        </blockquote> \n        <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n            <span style=\"color:black;font-size: 120%; font-family: Montserrat;\">Magnetic resonance imaging (MRI) plays a critical role in diagnosing spondylosis. This imaging technique enables detailed and precise visualization of spinal structures, aiding in determining treatment options and assessing the necessity for surgical intervention.</span>\n            </blockquote> \n        <div style=\"text-align: center; margin-bottom: 20px;\">\n            <img src=\"attachment:a08ddfe2-82b8-4b61-87fd-a79fb34c99b3.jpg\" alt=\"Sample Image\" style=\"width: 400px; border-radius: 5px; height: auto;\">\n        </div>\n        <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\">\n            <span style=\"color:black;font-size: 120%; font-family: Montserrat;\">Deep learning technologies have significant potential to offer new perspectives in managing and treating back pain. Organizations like the Radiological Society of North America (RSNA) and the American College of Radiology are actively researching and developing artificial intelligence's role in medical imaging. These efforts aim to enhance patients' quality of life and more effectively manage spinal health-related issues.</span>\n        </blockquote> \n    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"},"a08ddfe2-82b8-4b61-87fd-a79fb34c99b3.jpg":{"image/jpeg":"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"}}},{"cell_type":"markdown","source":"<div style=\"border: 2px solid #f0f0f0; border-radius: 10px; padding: 10px; margin-bottom: 10px; background-color:#4f4f4f;\">\n    <div style=\"margin-bottom: 10px; text-align: center;\">\n        <span style=\"font-weight:bold; font-size: 150%; font-family: Montserrat; color:#f0f0f0;\">About Datasets </span>\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold;font-size: 130%; font-family: Montserrat; color:#f0f0f0;\">- study_id:</span>\n        <span style=\"color:white; font-family: Montserrat;\">The study ID. Each study may include multiple series of images.</span>\n    </div>\n    <div style=\"float: right; margin-left: 20px;\">\n        <img src=\"attachment:c0236b45-3dc9-46b2-9fc8-9b1e6bc24711.jpg\" alt=\"Spondylolisthesis Image\" style=\"width: 500px; height: auto; border-radius: 5px;\">\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold; font-size: 130%;font-family: Montserrat; color:#f0f0f0;\">- condition:</span>\n        <span style=\"color:white; font-family: Montserrat;\">There are three core conditions: spinal canal stenosis, neural_foraminal_narrowing, and subarticular_stenosis. The latter two are considered for each side of the spine.</span>\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold;font-size: 130%; font-family: Montserrat; color:#f0f0f0;\">- level:</span>\n        <span style=\"color:white; font-family: Montserrat;\">The relevant vertebrae, such as l3_l4</span>\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold; font-size: 130%; font-family: Montserrat; color:#f0f0f0;\">- series_id:</span>\n        <span style=\"color:white; font-family: Montserrat;\">The imagery series ID.</span>\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold;font-size: 130%; font-family: Montserrat; color:#f0f0f0;\">- instance_number:</span>\n        <span style=\"color:white; font-family: Montserrat;\">The image's order number within the 3D stack.</span>\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold; font-size: 130%;font-family: Montserrat; color:#f0f0f0;\">- [x/y]:</span>\n        <span style=\"color:white; font-family: Montserrat;\">The x/y coordinates for the center of the area that defined the label.</span>\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold;font-size: 130%; font-family: Montserrat; color:#f0f0f0;\">- [normal_mild/moderate/severe]:</span>\n        <span style=\"color:white; font-family: Montserrat;\">The three prediction columns.</span>\n    </div>\n    <div style=\"margin-bottom: 10px;\">\n        <span style=\"font-weight:bold; font-size: 130%;font-family: Montserrat; color:#f0f0f0;\">- row_id:</span>\n        <span style=\"color:white; font-family: Montserrat;\">A slug of the study ID, condition, and level such as 12345_spinal_canal_stenosis_l3_l4.</span>\n    </div>\n</div>\n","metadata":{},"attachments":{"c0236b45-3dc9-46b2-9fc8-9b1e6bc24711.jpg":{"image/jpeg":"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"}}},{"cell_type":"code","source":"from IPython.core.interactiveshell import InteractiveShell\nInteractiveShell.ast_node_interactivity = \"all\"\n\n# Import Required Libraries\n\nimport numpy as np\nimport pandas as pd\nimport seaborn as sns\nfrom matplotlib import pyplot as plt\nimport missingno as msno\nimport os\nimport pydicom\nfrom sklearn.model_selection import train_test_split, cross_val_score\nfrom sklearn.neighbors import LocalOutlierFactor\nfrom sklearn.preprocessing import MinMaxScaler, LabelEncoder, StandardScaler, RobustScaler\nfrom sklearn.metrics import accuracy_score, precision_score, recall_score, f1_score, roc_auc_score\nfrom sklearn.ensemble import RandomForestClassifier\n\nimport warnings\nwarnings.filterwarnings(\"ignore\")\n\n# Adjusting Row Column Settings\n\npd.set_option('display.max_columns', None)\npd.set_option('display.max_rows', None)\npd.set_option('display.float_format', lambda x: '%.3f' % x)\npd.set_option('display.width', 500)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:52.073136Z","iopub.execute_input":"2024-09-23T19:06:52.07348Z","iopub.status.idle":"2024-09-23T19:06:55.543392Z","shell.execute_reply.started":"2024-09-23T19:06:52.073451Z","shell.execute_reply":"2024-09-23T19:06:55.542312Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"label_coordinates_df = pd.read_csv('/kaggle/input/rsna-2024-lumbar-spine-degenerative-classification/train_label_coordinates.csv')\ntrain_series = pd.read_csv('/kaggle/input/rsna-2024-lumbar-spine-degenerative-classification/train_series_descriptions.csv')\ndf_sub = pd.read_csv('/kaggle/input/rsna-2024-lumbar-spine-degenerative-classification/sample_submission.csv')\ntest_series = pd.read_csv('/kaggle/input/rsna-2024-lumbar-spine-degenerative-classification/test_series_descriptions.csv')\ndf = pd.read_csv(\"/kaggle/input/rsna-2024-lumbar-spine-degenerative-classification/train.csv\")","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:55.545969Z","iopub.execute_input":"2024-09-23T19:06:55.546601Z","iopub.status.idle":"2024-09-23T19:06:55.736025Z","shell.execute_reply.started":"2024-09-23T19:06:55.546559Z","shell.execute_reply":"2024-09-23T19:06:55.734958Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"text-align:center; font-size:20px; border: 2px solid #008080; border-radius: 5px; padding: 8px; margin-bottom: 10px; background-color:white ; font-family: Montserrat; font-size: 200%;font-weight: bold; color: #008080;\">Understanding the Dataset\n</div>","metadata":{}},{"cell_type":"code","source":"print(\"Train\".center(70,\"-\"))\ndf.head()\nprint(\"Test Series\".center(70,\"-\"))\ntest_series.head()\nprint(\"Submission\".center(70,\"-\"))\ndf_sub.head()\nprint(\"Train Series\".center(70,\"-\"))\ntrain_series.head()\nprint(\"Label Coordinates\".center(70,\"-\"))\nlabel_coordinates_df.head()","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:55.74112Z","iopub.execute_input":"2024-09-23T19:06:55.741519Z","iopub.status.idle":"2024-09-23T19:06:55.80699Z","shell.execute_reply.started":"2024-09-23T19:06:55.74148Z","shell.execute_reply":"2024-09-23T19:06:55.806024Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"def check_df(dataframe, head=5):\n    print(\"SHAPE\".center(70,\"-\"))\n    print(dataframe.shape)\n    print(\"INFO\".center(70,\"-\"))\n    print(dataframe.info())\n    print(\"MEMORY USAGE\".center(70,\"-\"))\n    print(f\"{dataframe.memory_usage().sum() / (1024**2):.2f} MB\")\n    print(\"NUNIQUE\".center(70,\"-\"))\n    print(dataframe.nunique())\n    print(\"MISSING VALUES\".center(70,\"-\"))\n    print(dataframe.isnull().sum())\n    print(\"DUPLICATED VALUES\".center(70,\"-\"))\n    print(dataframe.duplicated().sum())\n    \n    \ncheck_df(df)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:55.809915Z","iopub.execute_input":"2024-09-23T19:06:55.810241Z","iopub.status.idle":"2024-09-23T19:06:55.86204Z","shell.execute_reply.started":"2024-09-23T19:06:55.810213Z","shell.execute_reply":"2024-09-23T19:06:55.860783Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"background-color:#FA8072; border-radius: 20px; padding: 5px; margin-bottom: 6px; text-align: right;\">\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 14px; text-align: left;  font-family: Lato; font-weight:bold;letter-spacing: 1px; color: black;\">The DataFrame contains 1975 observations (rows) and 26 variables (columns).</p>\n    </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 14px; text-align: left;  font-family: Lato; font-weight:bold;letter-spacing: 1px; color: black;\">Information about the types of variables and memory usage is provided. study_id is of type int64 (integer), while the other 25 variables are of type object (text). The total memory usage is approximately 401.3 KB.</p>\n        </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 14px; text-align: left; font-family: Lato; font-weight:bold; letter-spacing: 1px; color: black;\">The number of unique values for each variable is shown. study_id has 1975 unique values, while each of the other 25 variables has three distinct unique values.</p>\n    </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 14px; text-align: left; font-family: Lato; font-weight:bold;letter-spacing: 1px; color: black;\">The number of missing values (NaN or NULL) is reported for each variable. Some variables contain missing values. The variables left_subarticular_stenosis_l1_l2 and right_subarticular_stenosis_l1_l2 have the highest number of missing values (164 and 161 missing values, respectively).</p>\n    </blockquote>\n</div>","metadata":{}},{"cell_type":"markdown","source":"<div style=\"text-align:center; font-size:20px; border: 2px solid #008080; border-radius: 5px; padding: 8px; margin-bottom: 10px; background-color:white ; font-family: Montserrat; font-size: 200%;font-weight: bold; color: #008080;\">Visual Analysis\n</div>","metadata":{}},{"cell_type":"code","source":"value_counts = df.drop(columns=['study_id']).apply(pd.Series.value_counts).T\n\nfig, ax = plt.subplots(figsize=(15, 10))\n\nsns.heatmap(value_counts, annot=True, fmt='d', cmap='coolwarm', linewidths=.5, ax=ax)\n\nax.set_title('Distribution of Categories', fontsize=18, fontweight='bold')\nax.set_xlabel(\" \")\nax.set_ylabel('Features', fontsize=14)\n\nplt.show();","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:55.863664Z","iopub.execute_input":"2024-09-23T19:06:55.86415Z","iopub.status.idle":"2024-09-23T19:06:56.784743Z","shell.execute_reply.started":"2024-09-23T19:06:55.8641Z","shell.execute_reply":"2024-09-23T19:06:56.783487Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"background-color:#D3D3D3; border-radius: 20px; padding: 5px; margin-bottom: 6px; text-align: right;\">\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 15px; text-align: left; font-family: Lato; font-weight:bold; letter-spacing: 1px; color: black;\">'spinal_canal_stenosis_l5_s1' and 'spinal_canal_stenosis_l1_l2' variables show that approximately 96% of values are categorized as 'Normal/Mild'. This indicates that spinal canal stenosis is generally mild at these levels.</p>\n    </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 15px; text-align: left; font-family: Lato; font-weight:bold; letter-spacing: 1px; color: black;\">For the 'spinal_canal_stenosis_l4_l5' variable, we observe a higher occurrence of 'Severe' and 'Moderate' categories. This suggests that more severe cases of stenosis are prevalent at this level.</p>\n        </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 15px; text-align: left; font-family: Lato; font-weight:bold; letter-spacing: 1px; color: black;\">In 'neural_foraminal_narrowing_l4_l5' and 'neural_foraminal_narrowing_l5_s1' variables, regardless of left or right side, the 'Moderate' category is notably higher compared to other spinal levels. This indicates that moderate narrowing is common at these levels.</p>\n    </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 15px; text-align: left; font-family: Lato; font-weight:bold; letter-spacing: 1px; color: black;\">The 'right_subarticular_stenosis_l1_l4' variable shows a significant presence of the 'Moderate' category. This suggests that moderate stenosis is common at this level.</p>\n    </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; font-size: 15px; text-align: left; font-family: Lato; font-weight:bold; letter-spacing: 1px; color: black;\">At the levels of 'left_subarticular_stenosis_l4_l5' and 'left_subarticular_stenosis_l4_l5', there is an observable predominance of 'Severe' and 'Moderate' values. This suggests the presence of severe stenosis cases at these levels.</p>\n    </blockquote>\n</div>","metadata":{}},{"cell_type":"code","source":"def missing_values_table(dataframe, plot=False):\n    nan_columns = [col for col in dataframe.columns if dataframe[col].isnull().sum() > 0]\n    n_miss = dataframe[nan_columns].isnull().sum().sort_values(ascending=False)\n    ratio = (dataframe[nan_columns].isnull().sum() / dataframe.shape[0] * 100).sort_values(ascending=False)\n    missing_df = pd.concat([n_miss, np.round(ratio, 2)], axis=1, keys=['n_miss', 'ratio'])\n    \n    if plot:\n        plt.figure(figsize=(10, 8))\n        bars = plt.barh(missing_df.index, missing_df['ratio'], color=sns.color_palette('pastel'))  \n        plt.ylabel('Features')  \n        plt.xlabel('Percentage of Missing Values')  \n        plt.title('Missing Values by Feature')  \n        \n        for bar in bars:\n            xval = bar.get_width()  \n            plt.text(xval, bar.get_y() + bar.get_height()/2, f'{xval:.2f}%', va='center', ha='left', fontsize=10) \n        \n        plt.xticks(fontsize=8) \n        plt.yticks(fontsize=8) \n        plt.grid(True)  \n        plt.tight_layout()\n        plt.show()\n    else:\n        return missing_df","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:56.786158Z","iopub.execute_input":"2024-09-23T19:06:56.786492Z","iopub.status.idle":"2024-09-23T19:06:56.796732Z","shell.execute_reply.started":"2024-09-23T19:06:56.786463Z","shell.execute_reply":"2024-09-23T19:06:56.795493Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nan_columns = missing_values_table(df, plot=True)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:56.797966Z","iopub.execute_input":"2024-09-23T19:06:56.798323Z","iopub.status.idle":"2024-09-23T19:06:57.515801Z","shell.execute_reply.started":"2024-09-23T19:06:56.798289Z","shell.execute_reply":"2024-09-23T19:06:57.514465Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"folder_path = '/kaggle/input/rsna-2024-lumbar-spine-degenerative-classification/train_images/100206310/1012284084'\ndicom_files = [f for f in os.listdir(folder_path) if f.endswith('.dcm')]","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:57.517207Z","iopub.execute_input":"2024-09-23T19:06:57.517567Z","iopub.status.idle":"2024-09-23T19:06:57.5334Z","shell.execute_reply.started":"2024-09-23T19:06:57.517529Z","shell.execute_reply":"2024-09-23T19:06:57.532346Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"study_id = int(folder_path.split('/')[-2])\n\nstudy_label_coordinates = label_coordinates_df[label_coordinates_df['study_id'] == study_id]\n\n# Initialize lists to store filtered DICOM files and corresponding coordinates\nfiltered_dicom_files = []\nfiltered_label_coordinates = []\n\n# Iterate over DICOM files to filter those with corresponding label coordinates\nfor dicom_file in dicom_files:\n    instance_number = int(dicom_file.split('.')[0])\n    corresponding_coordinates = study_label_coordinates[study_label_coordinates['instance_number'] == instance_number]\n    if not corresponding_coordinates.empty:\n        filtered_dicom_files.append(dicom_file)\n        filtered_label_coordinates.append(corresponding_coordinates)\n\n\nnum_images = len(filtered_dicom_files)\nnum_rows = (num_images // 3) + (1 if num_images % 3 != 0 else 0)\nnum_cols = min(num_images, 3)\n\n\nfig, axs = plt.subplots(num_rows, num_cols, figsize=(15, 5 * num_rows))\n\nfor i, (dicom_file, label_coordinates) in enumerate(zip(filtered_dicom_files, filtered_label_coordinates)):\n    row_index = i // 3\n    col_index = i % 3\n    \n    dicom_file_path = os.path.join(folder_path, dicom_file)\n    dicom_data = pydicom.dcmread(dicom_file_path)\n    image = dicom_data.pixel_array   \n    axs[row_index, col_index].imshow(image, cmap='gray')\n    axs[row_index, col_index].set_title(f'DICOM Image - {dicom_file}')\n    axs[row_index, col_index].axis('off')   \n    for _, row in label_coordinates.iterrows():\n        axs[row_index, col_index].plot(row['x'], row['y'], 'ro', markersize=5) \n\n# Hide empty subplots if num_images is not a multiple of 3\nfor j in range(num_images, num_rows * 3):\n    row_index = j // 3\n    col_index = j % 3\n    axs[row_index, col_index].axis('off')\n\nplt.tight_layout()\nplt.show();","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:06:57.534659Z","iopub.execute_input":"2024-09-23T19:06:57.535007Z","iopub.status.idle":"2024-09-23T19:07:00.155492Z","shell.execute_reply.started":"2024-09-23T19:06:57.534977Z","shell.execute_reply":"2024-09-23T19:07:00.1536Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"text-align:center; font-size:20px; border: 2px solid #008080; border-radius: 5px; padding: 8px; margin-bottom: 10px; background-color:white ; font-family: Montserrat;font-size: 200%;font-weight: bold; color: #008080;\">Data Preparation and Preprocessing\n</div>","metadata":{}},{"cell_type":"code","source":"df_melted = df.melt(id_vars=['study_id'], var_name='condition_level', value_name='severity')\ndf_melted[['condition', 'level']] = df_melted['condition_level'].str.rsplit('_', n=1, expand=True)\n\n# Fill missing values with mode\nfill = df_melted['severity'].mode()[0]\ndf_melted['severity'].fillna(fill, inplace=True)\n\n# Convert Severity variable to numeric values using LabelEncoder\nle = LabelEncoder()\ndf_melted['severity_encoded'] = le.fit_transform(df_melted['severity'])\n\n# Separate dependent and independent variables\nx_train = df_melted[['study_id', 'condition', 'level']]\ny_train = df_melted['severity_encoded']\n\n# Apply one-hot encoding\nx_train = pd.get_dummies(x_train, columns=['condition', 'level']).astype(int)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:31.695825Z","iopub.execute_input":"2024-09-23T19:07:31.696198Z","iopub.status.idle":"2024-09-23T19:07:31.946625Z","shell.execute_reply.started":"2024-09-23T19:07:31.69617Z","shell.execute_reply":"2024-09-23T19:07:31.945382Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"x_train.head()","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:34.932587Z","iopub.execute_input":"2024-09-23T19:07:34.933024Z","iopub.status.idle":"2024-09-23T19:07:34.956571Z","shell.execute_reply.started":"2024-09-23T19:07:34.93299Z","shell.execute_reply":"2024-09-23T19:07:34.955153Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"y_train.head()","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:40.210752Z","iopub.execute_input":"2024-09-23T19:07:40.211694Z","iopub.status.idle":"2024-09-23T19:07:40.218984Z","shell.execute_reply.started":"2024-09-23T19:07:40.211656Z","shell.execute_reply":"2024-09-23T19:07:40.217787Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"text-align:center; font-size:20px; border: 2px solid #008080; border-radius: 5px; padding: 8px; margin-bottom: 10px; background-color:white ; font-family: Montserrat; font-size: 200%;font-weight: bold; color: #008080;\">Test Data Set Preparation and Preprocessing\n</div>","metadata":{}},{"cell_type":"code","source":"## Predictions on test data\ntest_rows = []\nfor _, row in test_series.iterrows():\n    for condition in ['left_neural_foraminal_narrowing', 'right_neural_foraminal_narrowing', 'left_subarticular_stenosis', 'right_subarticular_stenosis', 'spinal_canal_stenosis']:\n        for level in ['l1_l2', 'l2_l3', 'l3_l4', 'l4_l5', 'l5_s1']:\n            test_rows.append({\n                'study_id': row['study_id'],\n                'condition': condition,\n                'level': level\n            })\n\nx_test = pd.DataFrame(test_rows)\n\n# One-hot encoding for test data\nx_test= pd.get_dummies(x_test, columns=['condition', 'level']).astype(int)\n\n# Align columns with training data and fill missing columns with 0\nx_test= x_test.reindex(columns=x_train.columns, fill_value=0)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:43.60969Z","iopub.execute_input":"2024-09-23T19:07:43.610771Z","iopub.status.idle":"2024-09-23T19:07:43.624292Z","shell.execute_reply.started":"2024-09-23T19:07:43.610723Z","shell.execute_reply":"2024-09-23T19:07:43.623063Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"x_test.head()","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:45.549444Z","iopub.execute_input":"2024-09-23T19:07:45.549822Z","iopub.status.idle":"2024-09-23T19:07:45.57355Z","shell.execute_reply.started":"2024-09-23T19:07:45.549793Z","shell.execute_reply":"2024-09-23T19:07:45.572496Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"text-align:center; font-size:20px; border: 2px solid #008080; border-radius: 5px; padding: 8px; margin-bottom: 10px; background-color:white ; font-family: Montserrat; font-size: 200%; font-weight: bold; color: #008080;\">Model Training and Prediction\n</div>","metadata":{}},{"cell_type":"code","source":"# Train-test split\nx_train, x_test, y_train, y_test = train_test_split(x_train, y_train, test_size=0.3, random_state=17)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:49.763338Z","iopub.execute_input":"2024-09-23T19:07:49.763753Z","iopub.status.idle":"2024-09-23T19:07:49.791728Z","shell.execute_reply.started":"2024-09-23T19:07:49.763721Z","shell.execute_reply":"2024-09-23T19:07:49.790466Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Create and train the RandomForestClassifier model\nrf_model = RandomForestClassifier(random_state=46)\n\nrf_model.fit(x_train, y_train)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:50.650446Z","iopub.execute_input":"2024-09-23T19:07:50.650862Z","iopub.status.idle":"2024-09-23T19:07:57.223678Z","shell.execute_reply.started":"2024-09-23T19:07:50.650828Z","shell.execute_reply":"2024-09-23T19:07:57.222443Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Now predict on x_test and evaluate metrics\ny_pred = rf_model.predict(x_test)\n\n# Calculate performance metrics\naccuracy = accuracy_score(y_test, y_pred)\nprecision = precision_score(y_test, y_pred, average='weighted')\nrecall = recall_score(y_test, y_pred, average='weighted')\nf1 = f1_score(y_test, y_pred, average='weighted')\n\nprint(\"RandomForestClassifier Metrics:\")\nprint(f\"Accuracy: {accuracy:.4f}\")\nprint(f\"Precision: {precision:.4f}\")\nprint(f\"Recall: {recall:.4f}\")\nprint(f\"F1-score: {f1:.4f}\")","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:07:57.22637Z","iopub.execute_input":"2024-09-23T19:07:57.226854Z","iopub.status.idle":"2024-09-23T19:07:57.723926Z","shell.execute_reply.started":"2024-09-23T19:07:57.226812Z","shell.execute_reply":"2024-09-23T19:07:57.722726Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Predictions\npredictions_proba = rf_model.predict_proba(x_test)\n\n# Organize results in a data frame\npredictions_df = pd.DataFrame(predictions_proba, columns=le.classes_)\npredictions_df['study_id'] = x_test['study_id'].values\n\n# Create condition_level using zip function\npredictions_df['condition_level'] = df_melted.apply(lambda row: f\"{row['condition']}_{row['level']}\", axis=1)\npredictions_df['row_id'] = predictions_df['study_id'].astype(str) + '_' + predictions_df['condition_level']\n\n# Calculating Normal/Mild, Moderate, Severe ratios\ndf_sub['normal_mild'] = predictions_df['Normal/Mild'] / 2.3\ndf_sub['moderate'] = predictions_df['Moderate'] * 1.47\ndf_sub['severe'] = 1 - (df_sub['normal_mild'] + df_sub['moderate'])\n\n# Drop unnecessary columns\n#drop_list = [\"Normal/Mild\", \"Moderate\", \"Severe\", \"study_id\", \"condition_level\"]\n#predictions_df.drop(drop_list, axis=1, inplace=True)\n\n# Show results\ndf_sub.head(15)","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Set the style and color palette\nplt.figure(figsize=(8, 6))\nsns.set(style='whitegrid', palette='Set2')\n\n# Density plot for Normal/Mild, Moderate, and Severe\nsns.kdeplot(df_sub['normal_mild'], shade=True, label='Normal/Mild', alpha=0.8, linewidth=2)\nsns.kdeplot(df_sub['moderate'], shade=True, label='Moderate', alpha=0.8, linewidth=2)\nsns.kdeplot(df_sub['severe'], shade=True, label='Severe', alpha=0.8, linewidth=2)\n\n# Plot settings\nplt.title('Density Plot', fontweight='bold', fontsize=15)\nplt.xlabel('Probability', fontsize=14)\nplt.ylabel('Density', fontsize=14)\nplt.xticks(fontsize=12)\nplt.yticks(fontsize=12)\nplt.legend(fontsize=14)\n\n\nplt.tight_layout()\nplt.show();","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:08:06.548482Z","iopub.execute_input":"2024-09-23T19:08:06.549271Z","iopub.status.idle":"2024-09-23T19:08:07.196808Z","shell.execute_reply.started":"2024-09-23T19:08:06.549234Z","shell.execute_reply":"2024-09-23T19:08:07.195752Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_sub.to_csv('submission.csv', index=False)","metadata":{"execution":{"iopub.status.busy":"2024-09-23T19:09:54.90894Z","iopub.execute_input":"2024-09-23T19:09:54.909484Z","iopub.status.idle":"2024-09-23T19:09:54.920346Z","shell.execute_reply.started":"2024-09-23T19:09:54.909439Z","shell.execute_reply":"2024-09-23T19:09:54.918891Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"background-color:#9932CC; border-radius: 20px; padding: 5px; margin-bottom: 6px; text-align: right;\">\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; text-align: left; font-weight:bold; font-size: 100%; font-family: Montserrat; letter-spacing: 1px; color: white;\">This study was conducted using a RandomForestClassifier model to predict the severity of specific health conditions. The dataset included various conditions and their levels recorded for each study. During data preparation, missing values were filled, categorical variables were converted into numerical formats, and the model was trained on the training data.</p>\n    </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; text-align: left; font-weight:bold; font-size: 100%; font-family: Montserrat; letter-spacing: 1px; color: white;\">The results consisted of predicted probabilities for Normal/Mild, Moderate, and Severe outcomes for each study and condition. These probabilities were rescaled for Normal/Mild and Moderate classes and calculated for the Severe class. The outcomes were organized to display estimated severity ratios for each study and condition.</p>\n    </blockquote>\n    <blockquote style=\"border-left: 5px solid #008080; padding-left: 10px;\"> \n        <p style=\"margin: 0; text-align: left; font-weight:bold; font-size: 100%; font-family: Montserrat; letter-spacing: 1px; color: white;\">This study illustrates how machine learning models can be employed to predict health conditions' severity and how these predictions can be organized and presented effectively.</p>\n    </blockquote>\n</div>\n","metadata":{}},{"cell_type":"markdown","source":"<div style=\"background-color: white; border-radius: 10px; padding: 3px; margin-bottom: 6px; text-align: right;\">\n        <p style=\"margin: 0; font-size: 20px; text-align: center; font-family: Montserrat; font-weight: bold; letter-spacing: 1px; color: black;\">🌟 I would like to thank RSNA for organizing the competition and providing the valuable dataset. Your contributions play a significant role in advancing medical imaging technologies.</p>\n    <div style=\"text-align: center; margin-bottom: 20px;\">\n            <img src=\"attachment:17455c68-c73a-41fb-b5b5-c23ba68f8d7d.jpg\" alt=\"Sample Image\" style=\"width: 200px; height: auto;\">\n        </div>\n<p style=\"margin: 00; font-size: 15px; text-align: center; font-family: Montserrat; font-weight: bold; letter-spacing: 1px; color: black;\"> Thank you for taking the time to review my project. Your feedback and comments are extremely valuable for improving my projects. Please feel free to share your thoughts and suggestions with me 💬</p>\n</div>","metadata":{},"attachments":{"17455c68-c73a-41fb-b5b5-c23ba68f8d7d.jpg":{"image/jpeg":"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"}}}]}