{ "cells": [ { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "view-in-github" }, "source": [ "\"Open" ] }, { "cell_type": "markdown", "metadata": { "id": "vncDsAP0Gaoa" }, "source": [ "# **Project Name** - Email Spam Detection with Machine Learning\n" ] }, { "cell_type": "markdown", "metadata": { "id": "HhfV-JJviCcP" }, "source": [ "## ***1. Know Your Data***" ] }, { "cell_type": "markdown", "metadata": { "id": "Y3lxredqlCYt" }, "source": [ "### Import Libraries" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "M8Vqi-pPk-HR" }, "outputs": [], "source": [ "# Import Libraries\n", "# Importing Numpy & Pandas for data processing & data wrangling\n", "import numpy as np\n", "import pandas as pd\n", "\n", "# Importing tools for visualization\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "# Import evaluation metric libraries\n", "from sklearn.metrics import confusion_matrix, accuracy_score, precision_score, recall_score, f1_score, roc_auc_score, roc_curve, classification_report\n", "\n", "# Word Cloud library\n", "from wordcloud import WordCloud, STOPWORDS\n", "\n", "# Library used for data preprocessing\n", "from sklearn.feature_extraction.text import CountVectorizer\n", "\n", "# Import model selection libraries\n", "from sklearn.model_selection import train_test_split\n", "\n", "# Library used for ML Model implementation\n", "from sklearn.naive_bayes import MultinomialNB\n", "\n", "# Importing the Pipeline class from scikit-learn\n", "from sklearn.pipeline import Pipeline\n", "\n", "# Library used for ignore warnings\n", "import warnings\n", "warnings.filterwarnings('ignore')\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": { "id": "3RnN4peoiCZX" }, "source": [ "### Dataset Loading" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "id": "4CkvbW_SlZ_R" }, "outputs": [], "source": [ "# Load Dataset from github repository\n", "df = pd.read_csv(\"./data/spam.csv\", encoding='ISO-8859-1')" ] }, { "cell_type": "markdown", "metadata": { "id": "x71ZqKXriCWQ" }, "source": [ "### Dataset First View" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 206 }, "id": "LWNFOSvLl09H", "outputId": "0eab3bb8-ea92-43b6-841f-9917e1795ec1" }, "outputs": [ { "data": { "text/html": [ "\n", "
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0hamGo until jurong point, crazy.. Available only ...NaNNaNNaN
1hamOk lar... Joking wif u oni...NaNNaNNaN
2spamFree entry in 2 a wkly comp to win FA Cup fina...NaNNaNNaN
3hamU dun say so early hor... U c already then say...NaNNaNNaN
4hamNah I don't think he goes to usf, he lives aro...NaNNaNNaN
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\n" ], "text/plain": [ " v1 v2 Unnamed: 2 \\\n", "0 ham Go until jurong point, crazy.. Available only ... NaN \n", "1 ham Ok lar... Joking wif u oni... NaN \n", "2 spam Free entry in 2 a wkly comp to win FA Cup fina... NaN \n", "3 ham U dun say so early hor... U c already then say... NaN \n", "4 ham Nah I don't think he goes to usf, he lives aro... NaN \n", "\n", " Unnamed: 3 Unnamed: 4 \n", "0 NaN NaN \n", "1 NaN NaN \n", "2 NaN NaN \n", "3 NaN NaN \n", "4 NaN NaN " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Dataset First Look\n", "# View top 5 rows of the dataset\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": { "id": "7hBIi_osiCS2" }, "source": [ "### Dataset Rows & Columns count" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Kllu7SJgmLij", "outputId": "c7dec3d3-78b0-4e91-be0c-24f746ee3b74" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of rows are: 5572\n", "Number of columns are: 5\n" ] } ], "source": [ "# Dataset Rows & Columns count\n", "# Checking number of rows and columns of the dataset using shape\n", "print(\"Number of rows are: \",df.shape[0])\n", "print(\"Number of columns are: \",df.shape[1])" ] }, { "cell_type": "markdown", "metadata": { "id": "JlHwYmJAmNHm" }, "source": [ "### Dataset Information" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "e9hRXRi6meOf", "outputId": "eb9baeed-8f80-42ab-c290-8bf3ef63d1e8" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 5572 entries, 0 to 5571\n", "Data columns (total 5 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 v1 5572 non-null object\n", " 1 v2 5572 non-null object\n", " 2 Unnamed: 2 50 non-null object\n", " 3 Unnamed: 3 12 non-null object\n", " 4 Unnamed: 4 6 non-null object\n", "dtypes: object(5)\n", "memory usage: 217.8+ KB\n" ] } ], "source": [ "# Dataset Info\n", "# Checking information about the dataset using info\n", "df.info()" ] }, { "cell_type": "markdown", "metadata": { "id": "35m5QtbWiB9F" }, "source": [ "#### Duplicate Values" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "1sLdpKYkmox0", "outputId": "fbd5df04-e1d3-4145-9bd6-4f051b2107c0" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "number of duplicated rows are 403\n" ] } ], "source": [ "# Dataset Duplicate Value Count\n", "dup = df.duplicated().sum()\n", "print(f'number of duplicated rows are {dup}')" ] }, { "cell_type": "markdown", "metadata": { "id": "PoPl-ycgm1ru" }, "source": [ "#### Missing Values/Null Values" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "GgHWkxvamxVg", "outputId": "e85d85be-3fad-47af-ec94-3df777dd3880" }, "outputs": [ { "data": { "text/plain": [ "v1 0\n", "v2 0\n", "Unnamed: 2 5522\n", "Unnamed: 3 5560\n", "Unnamed: 4 5566\n", "dtype: int64" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Missing Values/Null Values Count\n", "df.isnull().sum()" ] }, { "cell_type": "markdown", "metadata": { "id": "H0kj-8xxnORC" }, "source": [ "### What did i know about the dataset?" ] }, { "cell_type": "markdown", "metadata": { "id": "gfoNAAC-nUe_" }, "source": [ "* The Spam dataset consists of different messages and the category of the message along with.\n", "* There are 5572 rows and 5 columns provided in the data.\n", "* 403 duplicate rows are present in the dataset.\n", "* No Null values exist in v1 & v2 column, but lots of null values present in unnamed 2,3,4 columns (will drop those 3 columns later)." ] }, { "cell_type": "markdown", "metadata": { "id": "nA9Y7ga8ng1Z" }, "source": [ "## ***2. Understanding The Variables***" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "j7xfkqrt5Ag5", "outputId": "6d819bd9-02dc-4b42-8525-f0748b275a01" }, "outputs": [ { "data": { "text/plain": [ "Index(['v1', 'v2', 'Unnamed: 2', 'Unnamed: 3', 'Unnamed: 4'], dtype='object')" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Dataset Columns\n", "df.columns" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 175 }, "id": "DnOaZdaE5Q5t", "outputId": "266091ed-0aa5-4f54-f0d6-0800b50551bd" }, "outputs": [ { "data": { "text/html": [ "\n", "
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v1v2Unnamed: 2Unnamed: 3Unnamed: 4
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tophamSorry, I'll call laterbt not his girlfrnd... G o o d n i g h t . . .@\"MK17 92H. 450Ppw 16\"GNT:-)\"
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\n" ], "text/plain": [ " v1 v2 \\\n", "count 5572 5572 \n", "unique 2 5169 \n", "top ham Sorry, I'll call later \n", "freq 4825 30 \n", "\n", " Unnamed: 2 \\\n", "count 50 \n", "unique 43 \n", "top bt not his girlfrnd... G o o d n i g h t . . .@\" \n", "freq 3 \n", "\n", " Unnamed: 3 Unnamed: 4 \n", "count 12 6 \n", "unique 10 5 \n", "top MK17 92H. 450Ppw 16\" GNT:-)\" \n", "freq 2 2 " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Dataset Describe (all columns included)\n", "df.describe(include= 'all').round(2)" ] }, { "cell_type": "markdown", "metadata": { "id": "u3PMJOP6ngxN" }, "source": [ "### Check Unique Values for each variable." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "zms12Yq5n-jE", "outputId": "f0e3b9e1-8370-4b0a-8c94-7994666b7793" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No. of unique values in v1 is 2\n", "No. of unique values in v2 is 5169\n", "No. of unique values in Unnamed: 2 is 43\n", "No. of unique values in Unnamed: 3 is 10\n", "No. of unique values in Unnamed: 4 is 5\n" ] } ], "source": [ "# Check Unique Values for each variable using a for loop.\n", "for i in df.columns.tolist():\n", " print(\"No. of unique values in\",i,\"is\",df[i].nunique())" ] }, { "cell_type": "markdown", "metadata": { "id": "yil6WxgdU4cn" }, "source": [ "## ***3. Data Wrangling***" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "id": "vxCnmwEDemo_" }, "outputs": [], "source": [ "# Change the v1 & v2 columns as Category and Message\n", "df.rename(columns={\"v1\": \"Category\", \"v2\": \"Message\"}, inplace=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "9MphdYrhfC2h" }, "outputs": [], "source": [ "# Removing the all unnamed columns (its include much number of missing values)\n", "df.drop(columns={'Unnamed: 2','Unnamed: 3','Unnamed: 4'}, inplace=True)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "id": "DYHeEXPPU6fc" }, "outputs": [], "source": [ "# Create a binary 'Spam' column: 1 for 'spam' and 0 for 'ham', based on the 'Category' column.\n", "df['Spam'] = df['Category'].apply(lambda x: 1 if x == 'spam' else 0)" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 206 }, "id": "hM6AP2FGVC3i", "outputId": "33d4e00f-a0a2-4536-f680-c72515cde73d" }, "outputs": [ { "data": { "text/html": [ "\n", "
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CategoryMessageSpam
0hamGo until jurong point, crazy.. Available only ...0
1hamOk lar... Joking wif u oni...0
2spamFree entry in 2 a wkly comp to win FA Cup fina...1
3hamU dun say so early hor... U c already then say...0
4hamNah I don't think he goes to usf, he lives aro...0
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\n" ], "text/plain": [ " Category Message Spam\n", "0 ham Go until jurong point, crazy.. Available only ... 0\n", "1 ham Ok lar... Joking wif u oni... 0\n", "2 spam Free entry in 2 a wkly comp to win FA Cup fina... 1\n", "3 ham U dun say so early hor... U c already then say... 0\n", "4 ham Nah I don't think he goes to usf, he lives aro... 0" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Updated new dataset\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": { "id": "GF8Ens_Soomf" }, "source": [ "## ***4. Data Vizualization, Storytelling & Experimenting with charts : Understand the relationships between variables***" ] }, { "cell_type": "markdown", "metadata": { "id": "0wOQAZs5pc--" }, "source": [ "#### Chart - 1 : Distribution of Spam vs Ham" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 444 }, "id": "7v_ESjsspbW7", "outputId": "1f1a68d6-46ba-4bd4-813a-cb826fdef5cf" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Chart - 1 Pie Chart Visualization Code For Distribution of Spam vs Ham Messages\n", "spread = df['Category'].value_counts()\n", "plt.rcParams['figure.figsize'] = (5,5)\n", "\n", "# Set Labels\n", "spread.plot(kind = 'pie', autopct='%1.2f%%', cmap='Set1')\n", "plt.title(f'Distribution of Spam vs Ham')\n", "\n", "# Display the Chart\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "lQ7QKXXCp7Bj" }, "source": [ "##### What is/are the insight(s) found from the chart?" ] }, { "cell_type": "markdown", "metadata": { "id": "C_j1G7yiqdRP" }, "source": [ "From the above chart, we got to know that the dataset contain 13.41% of spam messages and 86.59% of ham messages.\n", "(not balanced dataset)" ] }, { "cell_type": "markdown", "metadata": { "id": "ko_-26S530G9" }, "source": [ "#### Chart - 2 : Most Used Words in Spam Messages" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "id": "WdRA6Ebl4F2w" }, "outputs": [], "source": [ "# Splitting Spam Messages\n", "df_spam = df[df['Category']=='spam'].copy()" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 380 }, "id": "YWcK5WmN30Hc", "outputId": "de1ab3b6-9e2f-4417-93ec-f21e82a72f27" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Chart - 2 WordCloud Plot Visualization Code For Most Used Words in Spam Messages\n", "# Create a String to Store All The Words\n", "comment_words = ''\n", "\n", "# Remove The Stopwords\n", "stopwords = set(STOPWORDS)\n", "\n", "# Iterate Through The Column\n", "for val in df_spam.Message:\n", "\n", " # Typecaste Each Val to String\n", " val = str(val)\n", "\n", " # Split The Value\n", " tokens = val.split()\n", "\n", " # Converts Each Token into lowercase\n", " for i in range(len(tokens)):\n", " tokens[i] = tokens[i].lower()\n", "\n", " comment_words += \" \".join(tokens)+\" \"\n", "\n", "# Set Parameters\n", "wordcloud = WordCloud(width = 1000, height = 500,\n", " background_color ='white',\n", " stopwords = stopwords,\n", " min_font_size = 10,\n", " max_words = 1000,\n", " colormap = 'gist_heat_r').generate(comment_words)\n", "\n", "# Set Labels\n", "plt.figure(figsize = (6,6), facecolor = None)\n", "plt.title('Most Used Words In Spam Messages', fontsize = 15, pad=20)\n", "plt.imshow(wordcloud)\n", "plt.axis(\"off\")\n", "plt.tight_layout(pad = 0)\n", "\n", "# Display Chart\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "RpI5FzWC30He" }, "source": [ "##### What is/are the insight(s) found from the chart?" ] }, { "cell_type": "markdown", "metadata": { "id": "2dPXDSxm30He" }, "source": [ "From the above wordcloud plot, we got to know that the 'free', 'call', 'text', 'txt' and 'now' are most used words in spam messages." ] }, { "cell_type": "markdown", "metadata": { "id": "yLjJCtPM0KBk" }, "source": [ "## ***5. Feature Engineering & Data Pre-processing***" ] }, { "cell_type": "markdown", "metadata": { "id": "BhH2vgX9EjGr" }, "source": [ "### Data Splitting" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "id": "0CTyd2UwEyNM" }, "outputs": [], "source": [ "# Splitting the data to train and test\n", "X_train,X_test,y_train,y_test=train_test_split(df.Message,df.Spam,test_size=0.25)" ] }, { "cell_type": "markdown", "metadata": { "id": "VfCC591jGiD4" }, "source": [ "## ***6. ML Model Implementation***" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "id": "j08eST5dOllw" }, "outputs": [], "source": [ "def evaluate_model(model, X_train, X_test, y_train, y_test):\n", " '''The function will take model, x train, x test, y train, y test\n", " and then it will fit the model, then make predictions on the trained model,\n", " it will then print roc-auc score of train and test, then plot the roc, auc curve,\n", " print confusion matrix for train and test, then print classification report for train and test,\n", " then plot the feature importances if the model has feature importances,\n", " and finally it will return the following scores as a list:\n", " recall_train, recall_test, acc_train, acc_test, roc_auc_train, roc_auc_test, F1_train, F1_test\n", " '''\n", "\n", " # fit the model on the training data\n", " model.fit(X_train, y_train)\n", "\n", " # make predictions on the test data\n", " y_pred_train = model.predict(X_train)\n", " y_pred_test = model.predict(X_test)\n", " pred_prob_train = model.predict_proba(X_train)[:,1]\n", " pred_prob_test = model.predict_proba(X_test)[:,1]\n", "\n", " # calculate ROC AUC score\n", " roc_auc_train = roc_auc_score(y_train, y_pred_train)\n", " roc_auc_test = roc_auc_score(y_test, y_pred_test)\n", " print(\"\\nTrain ROC AUC:\", roc_auc_train)\n", " print(\"Test ROC AUC:\", roc_auc_test)\n", "\n", " # plot the ROC curve\n", " fpr_train, tpr_train, thresholds_train = roc_curve(y_train, pred_prob_train)\n", " fpr_test, tpr_test, thresholds_test = roc_curve(y_test, pred_prob_test)\n", " plt.plot([0,1],[0,1],'k--')\n", " plt.plot(fpr_train, tpr_train, label=\"Train ROC AUC: {:.2f}\".format(roc_auc_train))\n", " plt.plot(fpr_test, tpr_test, label=\"Test ROC AUC: {:.2f}\".format(roc_auc_test))\n", " plt.legend()\n", " plt.title(\"ROC Curve\")\n", " plt.xlabel(\"False Positive Rate\")\n", " plt.ylabel(\"True Positive Rate\")\n", " plt.show()\n", "\n", " # calculate confusion matrix\n", " cm_train = confusion_matrix(y_train, y_pred_train)\n", " cm_test = confusion_matrix(y_test, y_pred_test)\n", "\n", " fig, ax = plt.subplots(1, 2, figsize=(11,4))\n", "\n", " print(\"\\nConfusion Matrix:\")\n", " sns.heatmap(cm_train, annot=True, xticklabels=['Negative', 'Positive'], yticklabels=['Negative', 'Positive'], cmap=\"Oranges\", fmt='.4g', ax=ax[0])\n", " ax[0].set_xlabel(\"Predicted Label\")\n", " ax[0].set_ylabel(\"True Label\")\n", " ax[0].set_title(\"Train Confusion Matrix\")\n", "\n", " sns.heatmap(cm_test, annot=True, xticklabels=['Negative', 'Positive'], yticklabels=['Negative', 'Positive'], cmap=\"Oranges\", fmt='.4g', ax=ax[1])\n", " ax[1].set_xlabel(\"Predicted Label\")\n", " ax[1].set_ylabel(\"True Label\")\n", " ax[1].set_title(\"Test Confusion Matrix\")\n", "\n", " plt.tight_layout()\n", " plt.show()\n", "\n", "\n", " # calculate classification report\n", " cr_train = classification_report(y_train, y_pred_train, output_dict=True)\n", " cr_test = classification_report(y_test, y_pred_test, output_dict=True)\n", " print(\"\\nTrain Classification Report:\")\n", " crt = pd.DataFrame(cr_train).T\n", " print(crt.to_markdown())\n", " # sns.heatmap(pd.DataFrame(cr_train).T.iloc[:, :-1], annot=True, cmap=\"Blues\")\n", " print(\"\\nTest Classification Report:\")\n", " crt2 = pd.DataFrame(cr_test).T\n", " print(crt2.to_markdown())\n", " # sns.heatmap(pd.DataFrame(cr_test).T.iloc[:, :-1], annot=True, cmap=\"Blues\")\n", "\n", "\n", " precision_train = cr_train['weighted avg']['precision']\n", " precision_test = cr_test['weighted avg']['precision']\n", "\n", " recall_train = cr_train['weighted avg']['recall']\n", " recall_test = cr_test['weighted avg']['recall']\n", "\n", " acc_train = accuracy_score(y_true = y_train, y_pred = y_pred_train)\n", " acc_test = accuracy_score(y_true = y_test, y_pred = y_pred_test)\n", "\n", " F1_train = cr_train['weighted avg']['f1-score']\n", " F1_test = cr_test['weighted avg']['f1-score']\n", "\n", " model_score = [precision_train, precision_test, recall_train, recall_test, acc_train, acc_test, roc_auc_train, roc_auc_test, F1_train, F1_test ]\n", " return model_score" ] }, { "cell_type": "markdown", "metadata": { "id": "OB4l2ZhMeS1U" }, "source": [ "### ML Model: Multinomial Naive Bayes" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "id": "7ebyywQieS1U" }, "outputs": [], "source": [ "# ML Model - 1 Implementation\n", "# Create a machine learning pipeline using scikit-learn, combining text vectorization (CountVectorizer)\n", "# and a Multinomial Naive Bayes classifier for email spam detection.\n", "clf = Pipeline([\n", " ('vectorizer', CountVectorizer()), # Step 1: Text data transformation\n", " ('nb', MultinomialNB()) # Step 2: Classification using Naive Bayes\n", "])\n", "\n", "# Model is trained (fit) and predicted in the evaluate model" ] }, { "cell_type": "markdown", "metadata": { "id": "ArJBuiUVfxKd" }, "source": [ "#### Explain the ML Model used and it's performance using Evaluation metric Score Chart." ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "rqD5ZohzfxKe", "outputId": "1d55b01f-7021-4049-e49d-51e8fc19b922" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Train ROC AUC: 0.9830452735841659\n", "Test ROC AUC: 0.9568989090360481\n" ] }, { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "Train Classification Report:\n", "| | precision | recall | f1-score | support |\n", "|:-------------|------------:|---------:|-----------:|------------:|\n", "| 0 | 0.995021 | 0.997504 | 0.996261 | 3606 |\n", "| 1 | 0.984043 | 0.968586 | 0.976253 | 573 |\n", "| accuracy | 0.993539 | 0.993539 | 0.993539 | 0.993539 |\n", "| macro avg | 0.989532 | 0.983045 | 0.986257 | 4179 |\n", "| weighted avg | 0.993515 | 0.993539 | 0.993518 | 4179 |\n", "\n", "Test Classification Report:\n", "| | precision | recall | f1-score | support |\n", "|:-------------|------------:|---------:|-----------:|------------:|\n", "| 0 | 0.988581 | 0.994258 | 0.991411 | 1219 |\n", "| 1 | 0.958084 | 0.91954 | 0.938416 | 174 |\n", "| accuracy | 0.984925 | 0.984925 | 0.984925 | 0.984925 |\n", "| macro avg | 0.973332 | 0.956899 | 0.964914 | 1393 |\n", "| weighted avg | 0.984771 | 0.984925 | 0.984791 | 1393 |\n" ] } ], "source": [ "# Visualizing evaluation Metric Score chart\n", "MultinomialNB_score = evaluate_model(clf, X_train, X_test, y_train, y_test)" ] }, { "cell_type": "markdown", "metadata": { "id": "h_CCil-SKHpo" }, "source": [ "### Which Evaluation metrics did i consider for a positive business impact?" ] }, { "cell_type": "markdown", "metadata": { "id": "jHVz9hHDKFms" }, "source": [ "After carefully considering the potential consequences of false positives and false negatives in the context of our business objectives, I have selected recall as the primary evaluation metric for our email spam detection model. Its gives 98.49% accuracy for recall test set." ] }, { "cell_type": "markdown", "metadata": { "id": "xpnTXSVdoTab" }, "source": [ "## ***7. Email Spam Detection System***" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "id": "nS-sVLrwu8VT" }, "outputs": [], "source": [ "# Defining a function for the Email Spam Detection System\n", "def detect_spam(email_text):\n", " # Load the trained classifier (clf) here\n", " # Replace the comment with your code to load the classifier model\n", "\n", " # Make a prediction using the loaded classifier\n", " prediction = clf.predict([email_text])\n", "\n", " if prediction == 0:\n", " return \"This is a Ham Email!\"\n", " else:\n", " return \"This is a Spam Email!\"\n" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "xIUZaaAMhyJ5", "outputId": "13edce77-3370-49fd-95d2-7163139ea4fa" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "This is a Spam Email!\n" ] } ], "source": [ "# Example of how to use the function\n", "sample_email = 'Free Tickets for IPL'\n", "result = detect_spam(sample_email)\n", "print(result)" ] }, { "cell_type": "markdown", "metadata": { "id": "gCX9965dhzqZ" }, "source": [ "# **Conclusion**" ] }, { "cell_type": "markdown", "metadata": { "id": "Fjb1IsQkh3yE" }, "source": [ "In the world of email communication, the battle against spam messages is an ongoing challenge. Our journey in this project was to develop a robust email spam detector using Python and machine learning techniques. We wanted to equip users with a tool that can distinguish between legitimate emails (ham) and unsolicited, often harmful, spam emails.\n", "\n", "**Key Insights:**\n", "\n", "- Our dataset revealed an interesting distribution, with approximately 13.41% of messages being categorized as spam and the remaining 86.59% as ham. This distribution served as a crucial starting point for our analysis.\n", "\n", "- During the EDA process, we identified common keywords frequently found in spam messages, such as 'free,' 'call,' 'text,' 'txt,' and 'now.' These words often trigger spam filters and were important features for our machine learning model.\n", "\n", "- Our journey through machine learning brought us to a standout performer - the Multinomial Naive Bayes model. This model exhibited exceptional accuracy, achieving an impressive score of 98.49% on the recall test set. This outcome signifies the model's exceptional ability to accurately identify and filter out spam emails, thereby contributing to enhanced email security and a superior user experience.\n", "\n", "In conclusion, this project has demonstrated that machine learning, combined with effective feature engineering and model selection, can be a powerful tool in the ongoing battle against email spam. By implementing this spam detection system, we've taken a significant step towards minimizing the impact of spam messages on email users' lives.\n", "\n", "Email inboxes are now a safer place, thanks to the successful implementation of our email spam detection system. As we conclude this project, we look forward to continued improvements and innovations in email security.\n", "\n", "Let's keep our inboxes spam-free and our communications secure." ] } ], "metadata": { "colab": { "collapsed_sections": [ "vncDsAP0Gaoa", "FJNUwmbgGyua", "w6K7xa23Elo4", "yQaldy8SH6Dl", "O_i_v8NEhb9l", "HhfV-JJviCcP", "Y3lxredqlCYt", "3RnN4peoiCZX", "x71ZqKXriCWQ", "7hBIi_osiCS2", "JlHwYmJAmNHm", "35m5QtbWiB9F", "PoPl-ycgm1ru", "H0kj-8xxnORC", "nA9Y7ga8ng1Z", "u3PMJOP6ngxN", "yil6WxgdU4cn", "GF8Ens_Soomf", "0wOQAZs5pc--", "lQ7QKXXCp7Bj", "ko_-26S530G9", "RpI5FzWC30He", "yLjJCtPM0KBk", "BhH2vgX9EjGr", "VfCC591jGiD4", "OB4l2ZhMeS1U", "ArJBuiUVfxKd", "h_CCil-SKHpo", "xpnTXSVdoTab", "gCX9965dhzqZ" ], "include_colab_link": true, "provenance": [] }, "kernelspec": { "display_name": "Python 3", "name": "python3" }, "language_info": { "name": "python" } }, "nbformat": 4, "nbformat_minor": 0 }