diff --git a/DataCleaning/Krishna200608_data_imputation/data_imputation.ipynb b/DataCleaning/Krishna200608_data_imputation/data_imputation.ipynb new file mode 100644 index 0000000..838b572 --- /dev/null +++ b/DataCleaning/Krishna200608_data_imputation/data_imputation.ipynb @@ -0,0 +1,293 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Habitable Planet Hunter: Data Imputation\n", + "**Author:** Krishna Sikheriya (Krishna200608) \n", + "\n", + "---\n", + "\n", + "Our dataset of exoplanets contains gaps. We have missing values for critical physical properties like **Planet Mass** and **Radius**. Simply deleting these rows would mean throwing away potential habitable worlds, but filling them with a simple average (mean) would create \"average\" planets that don't exist in reality.\n", + "\n", + "**The Solution:**\n", + "We use **MICE (Multivariate Imputation by Chained Equations)**. Think of this as an AI detective: it looks at known correlations (e.g., \"Planets with this gravity usually have this density\") to intelligently estimate the missing pieces.\n", + "\n", + "**Key Improvements in This Version:**\n", + "1. **Physics Enforcement:** We strictly forbid negative values. A planet cannot have -5 Earth Radii!\n", + "2. **Dynamic Adaptation:** The pipeline now automatically detects and drops columns that are 100% empty, preventing crashes.\n", + "3. **Strict Type Safety:** The plotting code is updated to satisfy modern strict type-checkers." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "from sklearn.experimental import enable_iterative_imputer\n", + "from sklearn.impute import IterativeImputer, SimpleImputer\n", + "from sklearn.preprocessing import OrdinalEncoder\n", + "from sklearn.compose import ColumnTransformer\n", + "from sklearn.pipeline import Pipeline\n", + "\n", + "import warnings\n", + "warnings.filterwarnings('ignore')\n", + "\n", + "# Set a clean visual style for our charts\n", + "sns.set_theme(style='whitegrid', palette='muted')\n", + "plt.rcParams['figure.figsize'] = (12, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### **Step 1: Loading & Cleaning the Data**\n", + "Real-world data is messy. Before we even start imputing, we need to check for \"Dead Columns\"—features that have absolutely zero data. If we feed these to our algorithm, it will crash because it has nothing to learn from.\n", + "\n", + "We also strictly limit our dataset to the **30 Approved Features** defined in the project scope." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Warning: Dropping 100% empty columns to prevent pipeline crash: ['S_DISC', 'S_MAGNETIC_FIELD']\n", + "Final Dataset Shape for Imputation: (4048, 28)\n" + ] + } + ], + "source": [ + "# 1. Load Data\n", + "df = pd.read_csv('../../datasets/full_data.csv')\n", + "\n", + "# 2. Define the 30 Approved Features (Project Standard)\n", + "approved_features = [\n", + " 'P_MASS', 'P_RADIUS', 'P_DENSITY', 'P_GRAVITY', 'P_ESCAPE', 'P_TYPE',\n", + " 'P_PERIOD', 'P_SEMI_MAJOR_AXIS', 'P_ECCENTRICITY', 'P_INCLINATION',\n", + " 'P_OMEGA', 'P_PERIASTRON', 'P_APASTRON', 'P_IMPACT_PARAMETER', 'P_HILL_SPHERE',\n", + " 'S_MASS', 'S_RADIUS', 'S_LUMINOSITY', 'S_TEMPERATURE', 'S_AGE',\n", + " 'S_METALLICITY', 'S_LOG_G', 'S_TYPE', 'S_MAG', 'S_DISC', 'S_MAGNETIC_FIELD',\n", + " 'S_SNOW_LINE', 'S_TIDAL_LOCK', 'P_DETECTION', 'P_DISTANCE'\n", + "]\n", + "\n", + "# 3. Filter to available columns\n", + "existing_cols = [col for col in approved_features if col in df.columns]\n", + "df_selected = df[existing_cols].copy()\n", + "\n", + "# 4. Auto-Drop Dead Columns\n", + "empty_cols = df_selected.columns[df_selected.isnull().all()].tolist()\n", + "if empty_cols:\n", + " print(f'Warning: Dropping 100% empty columns to prevent pipeline crash: {empty_cols}')\n", + " df_selected = df_selected.drop(columns=empty_cols)\n", + "\n", + "print(f'Final Dataset Shape for Imputation: {df_selected.shape}')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### **Step 2: Building the \"Physics-Aware\" Pipeline**\n", + "This is the brain of the operation. We set up two parallel tracks:\n", + "1. **Categorical Track:** Handles text data (like \"P_TYPE\"). We convert these to numbers so the math works.\n", + "2. **Numerical Track (The Important Part):** We use MICE (`IterativeImputer`). \n", + "\n", + "**Crucial Fix:** We added `min_value=0`. This tells the model: *\"Whatever mathematical trend you find, do NOT predict a negative mass or radius.\"*" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Pipeline constructed successfully.\n" + ] + } + ], + "source": [ + "# Identify types dynamically based on what remained after cleaning\n", + "categorical_cols = df_selected.select_dtypes(include=['object']).columns.tolist()\n", + "numerical_cols = df_selected.select_dtypes(include=['int64', 'float64']).columns.tolist()\n", + "\n", + "cat_pipeline = Pipeline([\n", + " ('imputer', SimpleImputer(strategy='most_frequent')),\n", + " ('encoder', OrdinalEncoder(handle_unknown='use_encoded_value', unknown_value=-1))\n", + "])\n", + "\n", + "# Numerical Pipeline: MICE with Physics Constraints\n", + "num_pipeline = Pipeline([\n", + " ('imputer', IterativeImputer(\n", + " max_iter=50,\n", + " random_state=42,\n", + " initial_strategy='median',\n", + " min_value=0, \n", + " sample_posterior=True \n", + " ))\n", + "])\n", + "\n", + "\n", + "preprocessor = ColumnTransformer([\n", + " ('num', num_pipeline, numerical_cols),\n", + " ('cat', cat_pipeline, categorical_cols)\n", + "], verbose_feature_names_out=False)\n", + "\n", + "print('Pipeline constructed successfully.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### **Step 3: Executing the Imputation & The \"Safety Lock\"**\n", + "We run the pipeline. But because floating-point math is never perfect, we add one final **Safety Lock**: `clip(lower=0)`. \n", + "\n", + "This guarantees that even if the model predicts `-0.000001` due to a tiny calculation error, it gets forced to `0.0`. This is standard engineering practice for physical data." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Running Imputation... (This ensures no negative physics)\n", + "Imputation Complete. Final Shape: (4048, 28)\n", + "Remaining missing values: 0\n" + ] + } + ], + "source": [ + "print('Running Imputation... (This ensures no negative physics)')\n", + "data_imputed = preprocessor.fit_transform(df_selected)\n", + "\n", + "# Dynamic Column Recovery\n", + "new_columns = preprocessor.get_feature_names_out()\n", + "\n", + "df_final = pd.DataFrame(data_imputed, columns=new_columns, index=df_selected.index)\n", + "\n", + "\n", + "df_final[numerical_cols] = df_final[numerical_cols].clip(lower=0)\n", + "\n", + "\n", + "final_cols_ordered = [col for col in approved_features if col in df_final.columns]\n", + "df_final = df_final[final_cols_ordered]\n", + "\n", + "print(f'Imputation Complete. Final Shape: {df_final.shape}')\n", + "print(f'Remaining missing values: {df_final.isnull().sum().sum()}')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### **Step 4: Visual Proof (KDE Plot)**\n", + "We compare the **Original (Blue)** data with our **Imputed (Red)** data. \n", + "\n", + "**Success Criteria:**\n", + "1. The Red line should follow the shape of the Blue line (preserving the data's \"personality\").\n", + "2. The Red line must **NOT** exist below 0 on the X-axis." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "target_feature = 'P_RADIUS'\n", + "\n", + "if target_feature in df_final.columns:\n", + " plt.figure(figsize=(10, 6))\n", + " \n", + " sns.kdeplot(x=df_selected[target_feature].dropna(), label='Original (Observed)', fill=True, color='blue', alpha=0.3)\n", + " sns.kdeplot(x=df_final[target_feature], label='Imputed (Physics-Aware)', linestyle='--', color='red')\n", + "\n", + " plt.title(f'Distribution Check: {target_feature} (Physically Constrained)')\n", + " plt.xlabel('Planet Radius (Earth Units)')\n", + " plt.xlim(0, 30) \n", + " plt.legend()\n", + " plt.show()\n", + "else:\n", + " print(f'{target_feature} was dropped or not present.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### **Step 5: Saving the Gold Standard Data**\n", + "Now that we've verified the data is clean, complete, and physically valid, we save it for the next team member." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Success: Saved to final-imputed_data.csv\n" + ] + } + ], + "source": [ + "df_final.to_csv('final-imputed_data.csv', index=False)\n", + "print('Success: Saved to final-imputed_data.csv')" + ] + } + ], + "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": "3.13.1" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/DataCleaning/Krishna200608_data_imputation/final-imputed_data.csv b/DataCleaning/Krishna200608_data_imputation/final-imputed_data.csv new file mode 100644 index 0000000..9eeb31f --- /dev/null +++ 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