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"nbformat": 4,
"nbformat_minor": 0,
"metadata": {
"colab": {
"provenance": []
},
"kernelspec": {
"name": "python3",
"display_name": "Python 3"
},
"language_info": {
"name": "python"
}
},
"cells": [
{
"cell_type": "markdown",
"source": [
"# SVM"
],
"metadata": {
"id": "V0Rh41ofqyFS"
}
},
{
"cell_type": "markdown",
"source": [
"## Imports"
],
"metadata": {
"id": "Xp6rA2ozqzg6"
}
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"id": "OXIFiGBSqpew"
},
"outputs": [],
"source": [
"import pandas as pd\n",
"import numpy as np\n",
"import joblib\n",
"import time\n",
"\n",
"from scipy.sparse import csr_matrix, hstack\n",
"\n",
"from sklearn.svm import LinearSVC\n",
"from sklearn.calibration import CalibratedClassifierCV\n",
"\n",
"from sklearn.metrics import (\n",
" accuracy_score,\n",
" precision_score,\n",
" recall_score,\n",
" f1_score,\n",
" confusion_matrix,\n",
" classification_report,\n",
" ConfusionMatrixDisplay,\n",
" roc_auc_score\n",
")\n",
"\n",
"import matplotlib.pyplot as plt\n"
]
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "F6t8FWCqq1Do"
},
"execution_count": 1,
"outputs": []
},
{
"cell_type": "code",
"source": [
"# data = pd.read_csv(\"/content/cleaned_sentiment140.csv\")\n",
"features = pd.read_csv(\"/content/handcrafted_features.csv\")\n",
"\n",
"tfidf = joblib.load(\"/content/tfidf_vectorizer.pkl\")\n",
"scaler = joblib.load(\"/content/feature_scaler.pkl\")\n",
"\n",
"train_idx = joblib.load(\"/content/train_indices.pkl\")\n",
"test_idx = joblib.load(\"/content/test_indices.pkl\")"
],
"metadata": {
"id": "kYob05jpq4gS"
},
"execution_count": 3,
"outputs": []
},
{
"cell_type": "code",
"source": [
"# print(data.shape)\n",
"print(features.shape)\n",
"\n",
"print(len(train_idx))\n",
"print(len(test_idx))"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "7w-XBhEGq4dy",
"outputId": "c12d0622-e975-485c-a73c-4329fc58c08b"
},
"execution_count": 4,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"(1592688, 19)\n",
"1274150\n",
"318538\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"x_train = joblib.load(\"/content/x_train.pkl\")\n",
"x_test = joblib.load(\"/content/x_test.pkl\")\n",
"\n",
"y_train = joblib.load(\"/content/y_train.pkl\")\n",
"y_test = joblib.load(\"/content/y_test.pkl\")"
],
"metadata": {
"id": "V8Gv2K-Jq4bA"
},
"execution_count": 5,
"outputs": []
},
{
"cell_type": "code",
"source": [
"print(x_train.shape)\n",
"print(x_test.shape)\n",
"print(y_train.shape)\n",
"print(y_test.shape)\n",
"print(features.shape)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "BrefvziitUq8",
"outputId": "d0eb5551-3515-471c-a45d-9e8a7d3be2db"
},
"execution_count": 6,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"(1274150,)\n",
"(318538,)\n",
"(1274150,)\n",
"(318538,)\n",
"(1592688, 19)\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"x_train_tf = tfidf.transform(x_train)\n",
"x_test_tf = tfidf.transform(x_test)"
],
"metadata": {
"id": "mfMQMjycq4Yp"
},
"execution_count": 7,
"outputs": []
},
{
"cell_type": "code",
"source": [
"print(x_train_tf.shape)\n",
"print(x_test_tf.shape)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "PWvhoo72q4Wx",
"outputId": "ea636cd9-e15c-458e-a055-e21a0327f2aa"
},
"execution_count": 8,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"(1274150, 50000)\n",
"(318538, 50000)\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"features_train = features.loc[x_train.index]\n",
"features_test = features.loc[x_test.index]\n",
"\n",
"print(features_train.shape)\n",
"print(features_test.shape)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "DtGh0ICeq4UY",
"outputId": "bb659579-2c5f-4774-95d4-48e59f12fe58"
},
"execution_count": 9,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"(1274150, 19)\n",
"(318538, 19)\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"features_train_scaled = scaler.transform(features_train)\n",
"features_test_scaled = scaler.transform(features_test)"
],
"metadata": {
"id": "-Jd8CAqtq4R9"
},
"execution_count": 10,
"outputs": []
},
{
"cell_type": "code",
"source": [
"features_train_sparse = csr_matrix(features_train_scaled)\n",
"features_test_sparse = csr_matrix(features_test_scaled)"
],
"metadata": {
"id": "H4PmbhQYq4P3"
},
"execution_count": 11,
"outputs": []
},
{
"cell_type": "code",
"source": [
"x_train_final = hstack([x_train_tf, features_train_sparse])\n",
"x_test_final = hstack([x_test_tf, features_test_sparse])\n",
"\n",
"print(x_train_final.shape)\n",
"print(x_test_final.shape)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "1FOWEJkNq4Nu",
"outputId": "3a9214bb-39fa-46fa-e784-c20ee7922bdd"
},
"execution_count": 12,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"(1274150, 50019)\n",
"(318538, 50019)\n"
]
}
]
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "LXEeN9vVq4Lf"
},
"execution_count": 12,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"## Base Model"
],
"metadata": {
"id": "oOFvw4QZt1ZM"
}
},
{
"cell_type": "code",
"source": [
"# C=1.0 → Standard regularization (good baseline)\n",
"# loss=\"squared_hinge\" → Default\n",
"# max_iter=5000 → iterations for convergence\n",
"# dual=\"auto\" → scikit-learn choose the best optimization strategy\n",
"# verbose=1 → Shows training progress\n",
"\n",
"svm_model = LinearSVC(\n",
" C=1.0,\n",
" loss=\"squared_hinge\",\n",
" max_iter=5000,\n",
" dual='auto',\n",
" random_state=42,\n",
" verbose=1\n",
")"
],
"metadata": {
"id": "hfQlSi0Rq4Jf"
},
"execution_count": 13,
"outputs": []
},
{
"cell_type": "code",
"source": [
"import time\n",
"start = time.time()\n",
"svm_model.fit(x_train_final, y_train)\n",
"end = time.time()\n",
"\n",
"print(f\"Training Time: {end-start:.2f} Seconds\")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "uolNQAH-q4HM",
"outputId": "3b3bf404-f918-4055-f504-ae38ded68f21"
},
"execution_count": 14,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"[LibLinear]Training Time: 408.94 Seconds\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"y_pred = svm_model.predict(x_test_final)"
],
"metadata": {
"id": "YTIQQDZsq4FL"
},
"execution_count": 15,
"outputs": []
},
{
"cell_type": "code",
"source": [
"# Instead of predict Proba we use Scores\n",
"scores = svm_model.decision_function(x_test_final)"
],
"metadata": {
"id": "8wVb11rsq4DJ"
},
"execution_count": 16,
"outputs": []
},
{
"cell_type": "code",
"source": [
"roc_auc = roc_auc_score(y_test, scores)"
],
"metadata": {
"id": "GnmQ155rq4BK"
},
"execution_count": 17,
"outputs": []
},
{
"cell_type": "code",
"source": [
"print(f\"Accuracy : {accuracy_score(y_test, y_pred):.4f}\")\n",
"print(f\"Precision: {precision_score(y_test, y_pred):.4f}\")\n",
"print(f\"Recall : {recall_score(y_test, y_pred):.4f}\")\n",
"print(f\"F1 Score : {f1_score(y_test, y_pred):.4f}\")\n",
"print(f\"Roc_Auc Score : {roc_auc:.4f}\")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "qpJr4Zfjq3-V",
"outputId": "ec413a42-4cb4-42e9-be21-4a955cbc42ba"
},
"execution_count": 18,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Accuracy : 0.7961\n",
"Precision: 0.7851\n",
"Recall : 0.8155\n",
"F1 Score : 0.8000\n",
"Roc_Auc Score : 0.8774\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"# Classification Report\n",
"print(f\"Classification_Report: \\n \\n {classification_report(y_test, y_pred)}\")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "DQ30dzfmq38a",
"outputId": "6ae13bb4-92d2-4756-d21b-7e42bbe4f32c"
},
"execution_count": 19,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Classification_Report: \n",
" \n",
" precision recall f1-score support\n",
"\n",
" 0 0.81 0.78 0.79 159267\n",
" 1 0.79 0.82 0.80 159271\n",
"\n",
" accuracy 0.80 318538\n",
" macro avg 0.80 0.80 0.80 318538\n",
"weighted avg 0.80 0.80 0.80 318538\n",
"\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"ConfusionMatrixDisplay.from_predictions(\n",
" y_test,\n",
" y_pred,\n",
" cmap = \"Blues\"\n",
")\n",
"\n",
"plt.title(\"SVM (TF-IDF)\")\n",
"plt.show()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 472
},
"id": "_vmm71aYq36M",
"outputId": "ab4a472d-cb04-4766-fd56-31ff5e0165d3"
},
"execution_count": 20,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 640x480 with 2 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"source": [
"joblib.dump(svm_model, 'svm_model.pkl')"
],
"metadata": {
"id": "BumaoBKRq34W",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "6c0ef895-8cb3-492d-aa58-526da331011b"
},
"execution_count": 21,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"['svm_model.pkl']"
]
},
"metadata": {},
"execution_count": 21
}
]
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "w7_Uy8siq32O"
},
"execution_count": 21,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "cs7kxZ3iq3z7"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "99s1NhLYq3xT"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "ufHJHJgqq3u-"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "YMkSTJr4q3s1"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "zHsa298hq3qt"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "ehr2l83_q3or"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "y0KWCogKq3mS"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "478KDSMrq3kJ"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "EO8oYrIhq3fh"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "U0btU0zTq3dk"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "DydbwTVhq3bG"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "MjlJMouuq3Yz"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "VXHEjiPjq3Wo"
},
"execution_count": null,
"outputs": []
},
{
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"source": [],
"metadata": {
"id": "UgsM64xnq3Uq"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "_XBgrG9vq3Sn"
},
"execution_count": null,
"outputs": []
},
{
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"source": [],
"metadata": {
"id": "AAuDqEKlq3Qi"
},
"execution_count": null,
"outputs": []
},
{
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"metadata": {
"id": "xsGtIFBZq3OQ"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "_umoGORBq3MG"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "rU3G5krFq3KZ"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "cWkG-yhqq3Gp"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "7QgrZHCPq3Ee"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "jzEVeB_dq3CG"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [],
"metadata": {
"id": "gT-mULvEq2_T"
},
"execution_count": null,
"outputs": []
}
]
} |