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By leveraging time series analysis, the research aims to uncover temporal and spatial trends, identify critical factors contributing to delays and evaluate how specific geographic divisions influence these patterns.**\n", + "\n", + "### Import libraries" + ], + "metadata": { + "id": "ClUEbeaFiBKm" + } + }, + { + "cell_type": "code", + "source": [ + "!pip install statsmodels\n", + "# Core Libraries\n", + "import pandas as pd # Data manipulation\n", + "import numpy as np # Numerical computations\n", + "import os\n", + "import glob\n", + "import re\n", + "import warnings\n", + "\n", + "# Visualization Libraries\n", + "import matplotlib.pyplot as plt # Plotting\n", + "import seaborn as sns # Advanced visualization\n", + "from matplotlib.ticker import NullFormatter, FuncFormatter # Formatting\n", + "\n", + "# Machine Learning Libraries\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.metrics import mean_squared_error, r2_score, mean_absolute_error\n", + "import statsmodels.api as sm\n", + "from statsmodels.tsa.statespace.sarimax import SARIMAX\n", + "# Ignore warnings\n", + "warnings.filterwarnings(\"ignore\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Kler5VTwu0RX", + "outputId": "01d29f6b-070d-426e-df7d-45177d7b5aae" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Collecting statsmodels\n", + " Downloading statsmodels-0.14.6-cp312-cp312-manylinux2014_x86_64.manylinux_2_17_x86_64.manylinux_2_28_x86_64.whl.metadata (9.5 kB)\n", + "Requirement already satisfied: numpy<3,>=1.22.3 in /usr/local/lib/python3.12/dist-packages (from statsmodels) (2.0.2)\n", + "Requirement already satisfied: scipy!=1.9.2,>=1.8 in /usr/local/lib/python3.12/dist-packages (from statsmodels) (1.16.3)\n", + "Requirement already satisfied: pandas!=2.1.0,>=1.4 in /usr/local/lib/python3.12/dist-packages (from statsmodels) (2.2.2)\n", + "Collecting patsy>=0.5.6 (from statsmodels)\n", + " Downloading patsy-1.0.2-py2.py3-none-any.whl.metadata (3.6 kB)\n", + "Requirement already satisfied: packaging>=21.3 in /usr/local/lib/python3.12/dist-packages (from statsmodels) (26.0)\n", + "Requirement already satisfied: python-dateutil>=2.8.2 in /usr/local/lib/python3.12/dist-packages (from pandas!=2.1.0,>=1.4->statsmodels) (2.9.0.post0)\n", + "Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.12/dist-packages (from pandas!=2.1.0,>=1.4->statsmodels) (2025.2)\n", + "Requirement already satisfied: tzdata>=2022.7 in /usr/local/lib/python3.12/dist-packages (from pandas!=2.1.0,>=1.4->statsmodels) (2025.3)\n", + "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.12/dist-packages (from python-dateutil>=2.8.2->pandas!=2.1.0,>=1.4->statsmodels) (1.17.0)\n", + "Downloading statsmodels-0.14.6-cp312-cp312-manylinux2014_x86_64.manylinux_2_17_x86_64.manylinux_2_28_x86_64.whl (10.3 MB)\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.3/10.3 MB\u001b[0m \u001b[31m118.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hDownloading patsy-1.0.2-py2.py3-none-any.whl (233 kB)\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m233.3/233.3 kB\u001b[0m \u001b[31m17.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hInstalling collected packages: patsy, statsmodels\n", + "Successfully installed patsy-1.0.2 statsmodels-0.14.6\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from google.colab import drive\n", + "drive.mount('/content/drive')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "thHLa41evBfR", + "outputId": "bfa613e0-1a09-4a42-b749-0caec00450ce" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Mounted at /content/drive\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## 1. DATA PROCESSING" + ], + "metadata": { + "id": "SaZ6hyM4vSio" + } + }, + { + "cell_type": "markdown", + "source": [ + "## A. Preping Data\n" + ], + "metadata": { + "id": "X8qhZKiTvakk" + } + }, + { + "cell_type": "code", + "source": [ + "# List CSV files\n", + "csv_files = [\n", + " \"/content/drive/My Drive/plane_collab_project/data/uncombined_data/T_ONTIME_MARKETING_1.csv\",\n", + " \"/content/drive/My Drive/plane_collab_project/data/uncombined_data/T_ONTIME_MARKETING_2.csv\",\n", + " \"/content/drive/My Drive/plane_collab_project/data/uncombined_data/T_ONTIME_MARKETING_3.csv\"\n", + "]\n", + "\n", + "# Output file path\n", + "output_file =\"/content/drive/My Drive/plane_collab_project/data/combined_data/quarter_1.csv\"\n", + "\n", + "# Remove the output file if it already exists\n", + "if os.path.exists(output_file):\n", + " os.remove(output_file)\n", + "\n", + "# Define chunk size\n", + "chunk_size = 100_000\n", + "\n", + "# Process files in chunks\n", + "for file in csv_files:\n", + " print(f\"Processing file: {file}\")\n", + " for chunk in pd.read_csv(file, chunksize=chunk_size, low_memory=False):\n", + " # Append each chunk to the output file\n", + " chunk.to_csv(output_file, mode='a', header=not os.path.exists(output_file), index=False)\n", + "\n", + "print(f\"All files combined and saved to {output_file}\")" + ], + "metadata": { + "id": "EhvfF4F6vbia", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "5dc639f2-efa1-4240-c77b-58113f53c522" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Processing file: /content/drive/My Drive/plane_collab_project/data/uncombined_data/T_ONTIME_MARKETING_1.csv\n", + "Processing file: /content/drive/My Drive/plane_collab_project/data/uncombined_data/T_ONTIME_MARKETING_2.csv\n", + "Processing file: /content/drive/My Drive/plane_collab_project/data/uncombined_data/T_ONTIME_MARKETING_3.csv\n", + "All files combined and saved to /content/drive/My Drive/plane_collab_project/data/combined_data/quarter_1.csv\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## 2. Clean Data & Explainatory Data Analysis (EDA)\n", + "\n", + "### A. Testing data" + ], + "metadata": { + "id": "3EVfbQtU6rwf" + } + }, + { + "cell_type": "code", + "source": [ + "# Import df\n", + "file_path = \"/content/drive/My Drive/plane_collab_project/data/combined_data/quarter_1.csv\"\n", + "test_df= pd.read_csv(file_path)" + ], + "metadata": { + "id": "N7JZKw8R6jFi" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# Create a copy\n", + "testing_df = test_df.copy()" + ], + "metadata": { + "id": "EEocnMew61Kt" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# View columns\n", + "testing_df.columns" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "2H4a3JL164T3", + "outputId": "16d2c9a5-a8c4-48e3-819c-b4bd00df43e2" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Index(['YEAR', 'MONTH', 'DAY_OF_MONTH', 'DAY_OF_WEEK', 'FL_DATE',\n", + " 'MKT_UNIQUE_CARRIER', 'BRANDED_CODE_SHARE', 'MKT_CARRIER_AIRLINE_ID',\n", + " 'MKT_CARRIER', 'MKT_CARRIER_FL_NUM', 'SCH_OP_UNIQUE_CARRIER',\n", + " 'SCH_OP_CARRIER_AIRLINE_ID', 'OP_UNIQUE_CARRIER',\n", + " 'OP_CARRIER_AIRLINE_ID', 'ORIGIN_AIRPORT_ID', 'ORIGIN',\n", + " 'ORIGIN_STATE_FIPS', 'DEST_AIRPORT_ID', 'DEST', 'DEST_STATE_FIPS',\n", + " 'DEP_DELAY', 'DEP_DELAY_NEW', 'DEP_DEL15', 'ARR_DELAY', 'ARR_DELAY_NEW',\n", + " 'ARR_DEL15', 'CRS_ELAPSED_TIME', 'ACTUAL_ELAPSED_TIME', 'AIR_TIME',\n", + " 'FLIGHTS', 'DISTANCE', 'DISTANCE_GROUP', 'CARRIER_DELAY',\n", + " 'WEATHER_DELAY', 'NAS_DELAY', 'SECURITY_DELAY', 'LATE_AIRCRAFT_DELAY'],\n", + " dtype='object')" + ] + }, + "metadata": {}, + "execution_count": 5 + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Drop unnesscary columns\n", + "testing_df = testing_df.drop(['FL_DATE'], axis=1)" + ], + "metadata": { + "id": "tzumiyLG68zM" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# Fill N/A rows\n", + "columns_to_fill = ['CARRIER_DELAY', 'WEATHER_DELAY', 'NAS_DELAY', 'SECURITY_DELAY', 'LATE_AIRCRAFT_DELAY']\n", + "testing_df[columns_to_fill] = testing_df[columns_to_fill].fillna(0)" + ], + "metadata": { + "id": "Bn_6HyYF6_qr" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# View df\n", + "testing_df.head(5)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 256 + }, + "id": "VHfrIIt675_J", + "outputId": "61c09a67-c531-47c0-9af7-72f5217af22d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " YEAR MONTH DAY_OF_MONTH DAY_OF_WEEK MKT_UNIQUE_CARRIER \\\n", + "0 2025 1 1 3 AA \n", + "1 2025 1 1 3 AA \n", + "2 2025 1 1 3 AA \n", + "3 2025 1 1 3 AA \n", + "4 2025 1 1 3 AA \n", + "\n", + " BRANDED_CODE_SHARE MKT_CARRIER_AIRLINE_ID MKT_CARRIER MKT_CARRIER_FL_NUM \\\n", + "0 AA 19805 AA 1 \n", + "1 AA 19805 AA 10 \n", + "2 AA 19805 AA 1002 \n", + "3 AA 19805 AA 1004 \n", + "4 AA 19805 AA 1005 \n", + "\n", + " SCH_OP_UNIQUE_CARRIER ... 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Column Dtype \n", + "--- ------ ----- \n", + " 0 YEAR int64 \n", + " 1 MONTH int64 \n", + " 2 DAY_OF_MONTH int64 \n", + " 3 DAY_OF_WEEK int64 \n", + " 4 MKT_UNIQUE_CARRIER object \n", + " 5 BRANDED_CODE_SHARE object \n", + " 6 MKT_CARRIER_AIRLINE_ID int64 \n", + " 7 MKT_CARRIER object \n", + " 8 MKT_CARRIER_FL_NUM int64 \n", + " 9 SCH_OP_UNIQUE_CARRIER object \n", + " 10 SCH_OP_CARRIER_AIRLINE_ID float64\n", + " 11 OP_UNIQUE_CARRIER object \n", + " 12 OP_CARRIER_AIRLINE_ID int64 \n", + " 13 ORIGIN_AIRPORT_ID int64 \n", + " 14 ORIGIN object \n", + " 15 ORIGIN_STATE_FIPS int64 \n", + " 16 DEST_AIRPORT_ID int64 \n", + " 17 DEST object \n", + " 18 DEST_STATE_FIPS int64 \n", + " 19 DEP_DELAY float64\n", + " 20 DEP_DELAY_NEW float64\n", + " 21 DEP_DEL15 float64\n", + " 22 ARR_DELAY float64\n", + " 23 ARR_DELAY_NEW float64\n", + " 24 ARR_DEL15 float64\n", + " 25 CRS_ELAPSED_TIME float64\n", + " 26 ACTUAL_ELAPSED_TIME float64\n", + " 27 AIR_TIME float64\n", + " 28 FLIGHTS float64\n", + " 29 DISTANCE float64\n", + " 30 DISTANCE_GROUP int64 \n", + " 31 CARRIER_DELAY float64\n", + " 32 WEATHER_DELAY float64\n", + " 33 NAS_DELAY float64\n", + " 34 SECURITY_DELAY float64\n", + " 35 LATE_AIRCRAFT_DELAY float64\n", + "dtypes: float64(17), int64(12), object(7)\n", + "memory usage: 500.8+ MB\n", + "None\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "06a8dc7e", + "outputId": "1dd38c4a-c66d-4849-fc62-c5862babdc8a" + }, + "source": [ + "# Filter for rows where BRANDED_CODE_SHARE ends with '_CODESHARE'\n", + "codeshare_flights = testing_df[testing_df['BRANDED_CODE_SHARE'].str.endswith('_CODESHARE')]\n", + "\n", + "# Count the occurrences of each codeshare brand\n", + "codeshare_counts = codeshare_flights['BRANDED_CODE_SHARE'].value_counts()\n", + "\n", + "# Display the counts\n", + "print(\"Number of flights for each Codeshare Brand:\")\n", + "print(codeshare_counts)\n", + "\n", + "# Calculate total number of codeshare flights\n", + "total_codeshares = codeshare_counts.sum()\n", + "print(f\"\\nTotal number of codeshare flights: {total_codeshares}\")" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Number of flights for each Codeshare Brand:\n", + "BRANDED_CODE_SHARE\n", + "AA_CODESHARE 243372\n", + "UA_CODESHARE 158933\n", + "DL_CODESHARE 141211\n", + "AS_CODESHARE 40502\n", + "Name: count, dtype: int64\n", + "\n", + "Total number of codeshare flights: 584018\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 853 + }, + "id": "571e8070", + "outputId": "0e4aaa4b-04f6-4df9-d9c7-740123e1b32f" + }, + "source": [ + "# Create dummy variables for BRANDED_CODE_SHARE to calculate correlation\n", + "# This converts categories like 'AA', 'UA' into numeric columns\n", + "branded_dummies = pd.get_dummies(testing_df['BRANDED_CODE_SHARE'], prefix='BRAND')\n", + "\n", + "\n", + "\n", + "# Select delay columns\n", + "delay_cols = testing_df[['DEP_DELAY', 'ARR_DELAY']]\n", + "\n", + "# Concatenate delays with the new dummy variables\n", + "analysis_df = pd.concat([delay_cols, branded_dummies], axis=1)\n", + "\n", + "# Calculate correlation between delays and the specific brands\n", + "# We filter the correlation matrix to only show the relevant rows and columns\n", + "# Transpose the matrix to list brands vertically\n", + "brand_delay_corr = analysis_df.corr().loc[['DEP_DELAY', 'ARR_DELAY'], branded_dummies.columns].T\n", + "\n", + "# Rename columns for better readability\n", + "brand_delay_corr.columns = ['Departure Delay', 'Arrival Delay']\n", + "\n", + "# Mapping dictionary for renaming\n", + "name_mapping = {\n", + " 'BRAND_AA': 'American Airlines',\n", + " 'BRAND_AA_CODESHARE': 'American Airlines (Codeshare)',\n", + " 'BRAND_AS': 'Alaska Airlines',\n", + " 'BRAND_AS_CODESHARE': 'Alaska Airlines (Codeshare)',\n", + " 'BRAND_B6': 'JetBlue',\n", + " 'BRAND_DL': 'Delta Air Lines',\n", + " 'BRAND_DL_CODESHARE': 'Delta Air Lines (Codeshare)',\n", + " 'BRAND_F9': 'Frontier Airlines',\n", + " 'BRAND_G4': 'Allegiant Air',\n", + " 'BRAND_HA': 'Hawaiian Airlines',\n", + " 'BRAND_NK': 'Spirit Airlines',\n", + " 'BRAND_UA': 'United Airlines',\n", + " 'BRAND_UA_CODESHARE': 'United Airlines (Codeshare)',\n", + " 'BRAND_WN': 'Southwest Airlines'\n", + "}\n", + "\n", + "# Rename the index\n", + "brand_delay_corr.index = brand_delay_corr.index.map(lambda x: name_mapping.get(x, x))\n", + "\n", + "\n", + "# Plot the correlation heatmap\n", + "plt.figure(figsize=(5, 10))\n", + "sns.heatmap(brand_delay_corr, annot=True, cmap='coolwarm', center=0, fmt='.3f')\n", + "plt.title('Correlation Matrix between Delay and Brands')\n", + "plt.yticks(rotation=0)\n", + "plt.xticks(rotation=0)\n", + "plt.show()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "id": "9b3c7432", + "outputId": "e445e3a5-9cba-4248-dd40-9ae003b87545" + }, + "source": [ + "# Initialize the model\n", + "model = LinearRegression()\n", + "\n", + "# Train the model\n", + "model.fit(X_train, y_train)\n", + "\n", + "# Make predictions\n", + "y_pred = model.predict(X_test)\n", + "\n", + "# Evaluate the model\n", + "rmse = np.sqrt(mean_squared_error(y_test, y_pred))\n", + "r2 = r2_score(y_test, y_pred)\n", + "\n", + "print(f\"Root Mean Squared Error (RMSE): {rmse:.2f}\")\n", + "print(f\"R^2 Score: {r2:.4f}\")" + ], + "execution_count": 38, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Root Mean Squared Error (RMSE): 14.90\n", + "R^2 Score: 0.9322\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "e230dd7a" + }, + "source": [ + "## 3. Multiple Linear Regression Analysis\n", + "\n", + "Here we build a more comprehensive model including:\n", + "* **Departure Delay & Distance** (Numerical)\n", + "* **Marketing Carrier** (Categorical)\n", + "* **Month & Day of Week** (Categorical - to capture seasonality)" + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "id": "02b83fcf", + "outputId": "d5934c3b-4064-4010-de1c-cb8caaea4c33" + }, + "source": [ + "# Prepare data for Multiple Linear Regression\n", + "\n", + "# Drop rows where target or predictors are missing\n", + "reg_df = testing_df.dropna(subset=['ARR_DELAY', 'DEP_DELAY', 'DISTANCE']).copy()\n", + "\n", + "# Create dummy variables for Categorical features\n", + "# drop_first=True avoids multicollinearity\n", + "carrier_dummies = pd.get_dummies(reg_df['BRANDED_CODE_SHARE'], prefix='CARRIER', drop_first=True)\n", + "month_dummies = pd.get_dummies(reg_df['MONTH'], prefix='MONTH', drop_first=True)\n", + "day_dummies = pd.get_dummies(reg_df['DAY_OF_WEEK'], prefix='DAY', drop_first=True)\n", + "\n", + "# Define Features (X) and Target (y)\n", + "# Concatenate all features: Numerical + Carriers + Time features\n", + "X = pd.concat([reg_df[['DEP_DELAY', 'DISTANCE']], carrier_dummies, month_dummies, day_dummies], axis=1)\n", + "y = reg_df['ARR_DELAY']\n", + "\n", + "# Split data into training and testing sets\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "\n", + "print(f\"Data prepared with {X.shape[1]} features.\")\n", + "print(\"Features included (First 10):\", list(X.columns)[:10])" + ], + "execution_count": 40, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Data prepared with 23 features.\n", + "Features included (First 10): ['DEP_DELAY', 'DISTANCE', 'CARRIER_AA_CODESHARE', 'CARRIER_AS', 'CARRIER_AS_CODESHARE', 'CARRIER_B6', 'CARRIER_DL', 'CARRIER_DL_CODESHARE', 'CARRIER_F9', 'CARRIER_G4']\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "id": "60ac4a0d", + "outputId": "b6e9ae90-47dd-4ab6-dda6-8061d4e845d3" + }, + "source": [ + "# Train the Multiple Linear Regression Model\n", + "multi_model = LinearRegression()\n", + "multi_model.fit(X_train, y_train)\n", + "\n", + "# Make predictions\n", + "y_pred_multi = multi_model.predict(X_test)\n", + "\n", + "# Evaluate\n", + "rmse_multi = np.sqrt(mean_squared_error(y_test, y_pred_multi))\n", + "r2_multi = r2_score(y_test, y_pred_multi)\n", + "\n", + "print(f\"Root Mean Squared Error (RMSE): {rmse_multi:.2f}\")\n", + "print(f\"R^2 Score: {r2_multi:.4f}\")" + ], + "execution_count": 41, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Root Mean Squared Error (RMSE): 14.89\n", + "R^2 Score: 0.9324\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 564 + }, + "id": "0e29c64f", + "outputId": "f53720fb-42ad-4013-e252-5b4cc8356ccc" + }, + "source": [ + "# Visualize Coefficients to compare impacts\n", + "coef_df_multi = pd.DataFrame({\n", + " 'Feature': X.columns,\n", + " 'Coefficient': multi_model.coef_\n", + "})\n", + "\n", + "# Filter for Carriers to see their specific impact relative to the baseline\n", + "carrier_coefs_multi = coef_df_multi[coef_df_multi['Feature'].str.contains('CARRIER')].sort_values(by='Coefficient', ascending=False)\n", + "\n", + "plt.figure(figsize=(12, 6))\n", + "sns.barplot(x='Coefficient', y='Feature', data=carrier_coefs_multi, palette='coolwarm')\n", + "plt.title('Impact of Marketing Carriers on Arrival Delay (Multiple Regression)')\n", + "plt.xlabel('Coefficient (Minutes of Delay added/subtracted)')\n", + "plt.axvline(0, color='black', linewidth=1)\n", + "plt.show()" + ], + "execution_count": 42, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "nsnYoP-DcEVo" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# Group by Marketing Carrier and Operating Carrier to see specific collaborations\n", + "collaboration_counts = codeshare_flights.groupby(['MKT_UNIQUE_CARRIER', 'OP_UNIQUE_CARRIER']).size().reset_index(name='Flight_Count')\n", + "\n", + "# Sort by Flight Count in descending order\n", + "top_collaborations = collaboration_counts.sort_values(by='Flight_Count', ascending=False)\n", + "\n", + "print(\"Top Airline Collaborations (Marketing -> Operating):\")\n", + "display(top_collaborations.head(10))\n", + "\n", + "# Also check which Operating Carrier does the most codeshare work overall\n", + "top_operating_partners = codeshare_flights['OP_UNIQUE_CARRIER'].value_counts().reset_index()\n", + "top_operating_partners.columns = ['Operating_Carrier', 'Codeshare_Flights_Operated']\n", + "\n", + "print(\"\\nTop Operating Carriers for Codeshare Flights:\")\n", + "display(top_operating_partners.head(10))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 761 + }, + "id": "vaoxlkfVA9KU", + "outputId": "19561c46-f61e-4dbf-fe43-b340214485b6" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Top Airline Collaborations (Marketing -> Operating):\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + " MKT_UNIQUE_CARRIER OP_UNIQUE_CARRIER Flight_Count\n", + "13 UA OO 80520\n", + "0 AA MQ 65914\n", + "1 AA OH 62548\n", + "9 DL OO 60785\n", + "8 DL 9E 55824\n", + "2 AA OO 36256\n", + "4 AA YX 35438\n", + "3 AA PT 32837\n", + "10 DL YX 24602\n", + "7 AS QX 22755" + ], + "text/html": [ + "\n", + "
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DEP_DELAYARR_DELAY
OP_UNIQUE_CARRIER
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ZW18.37870917.243150
OO14.25926710.837388
AA14.1568227.902836
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