diff --git a/credit-card-fraud-detection-eda/Renu Prakash - FAAI - Assignment1 - EDA_final.ipynb b/credit-card-fraud-detection-eda/Renu Prakash - FAAI - Assignment1 - EDA_final.ipynb new file mode 100644 index 0000000..5cc6c4d --- /dev/null +++ b/credit-card-fraud-detection-eda/Renu Prakash - FAAI - Assignment1 - EDA_final.ipynb @@ -0,0 +1,1680 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2566e179-5b40-49b0-8789-5ce5922f6208", + "metadata": { + "id": "2566e179-5b40-49b0-8789-5ce5922f6208" + }, + "source": [ + "# ๐Ÿงช Assignment #1: Exploratory Data Analysis (EDA) on Fraud Transactions\n" + ] + }, + { + "cell_type": "markdown", + "id": "fd30bf11-1df8-4650-a923-a5356537502b", + "metadata": { + "id": "fd30bf11-1df8-4650-a923-a5356537502b" + }, + "source": [ + "## ๐Ÿ“ Objective:\n", + "Perform exploratory data analysis (EDA) using a real-world fraud dataset to uncover insights, spot anomalies, and build intuition about fraud patterns." + ] + }, + { + "cell_type": "markdown", + "id": "c6c9b4e1-6a65-4b46-aa30-4aa3e3670783", + "metadata": { + "id": "c6c9b4e1-6a65-4b46-aa30-4aa3e3670783" + }, + "source": [ + "### ๐Ÿง  What You'll Do:\n", + "- Load the dataset\n", + "\n", + "- Explore the data structure and summary statistics\n", + "\n", + "- Visualize fraud-related patterns using:\n", + "\n", + " - Boxplot\n", + "\n", + " - Histogram\n", + "\n", + " - Heatmap" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7abd9777-e4bd-44d8-9cc3-a9694833f119", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 400 + }, + "collapsed": true, + "executionInfo": { + "elapsed": 6729, + "status": "error", + "timestamp": 1748368132805, + "user": { + "displayName": "Renu Prakash", + "userId": "14561974129657939890" + }, + "user_tz": 420 + }, + "id": "7abd9777-e4bd-44d8-9cc3-a9694833f119", + "jupyter": { + "outputs_hidden": true + }, + "outputId": "0c21edd0-ceaf-4416-e754-ed0631efde3c", + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Time V1 V2 V3 V4 V5 V6 V7 \\\n", + "0 0.0 -1.359807 -0.072781 2.536347 1.378155 -0.338321 0.462388 0.239599 \n", + "1 0.0 1.191857 0.266151 0.166480 0.448154 0.060018 -0.082361 -0.078803 \n", + "2 1.0 -1.358354 -1.340163 1.773209 0.379780 -0.503198 1.800499 0.791461 \n", + "3 1.0 -0.966272 -0.185226 1.792993 -0.863291 -0.010309 1.247203 0.237609 \n", + "4 2.0 -1.158233 0.877737 1.548718 0.403034 -0.407193 0.095921 0.592941 \n", + "\n", + " V8 V9 ... V21 V22 V23 V24 V25 \\\n", + "0 0.098698 0.363787 ... -0.018307 0.277838 -0.110474 0.066928 0.128539 \n", + "1 0.085102 -0.255425 ... -0.225775 -0.638672 0.101288 -0.339846 0.167170 \n", + "2 0.247676 -1.514654 ... 0.247998 0.771679 0.909412 -0.689281 -0.327642 \n", + "3 0.377436 -1.387024 ... -0.108300 0.005274 -0.190321 -1.175575 0.647376 \n", + "4 -0.270533 0.817739 ... -0.009431 0.798278 -0.137458 0.141267 -0.206010 \n", + "\n", + " V26 V27 V28 Amount Class \n", + "0 -0.189115 0.133558 -0.021053 149.62 0 \n", + "1 0.125895 -0.008983 0.014724 2.69 0 \n", + "2 -0.139097 -0.055353 -0.059752 378.66 0 \n", + "3 -0.221929 0.062723 0.061458 123.50 0 \n", + "4 0.502292 0.219422 0.215153 69.99 0 \n", + "\n", + "[5 rows x 31 columns]\n" + ] + } + ], + "source": [ + "# Import necessary libraries\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Load the dataset (update path if needed)\n", + "df = pd.read_csv('creditcard.csv')\n", + "\n", + "# Preview the data\n", + "print(df.head())" + ] + }, + { + "cell_type": "markdown", + "id": "96565c67-4666-4f26-9d0a-b26b5ac3af9d", + "metadata": { + "id": "0b9241b3-0abc-4188-8d7d-1df48a5d7207" + }, + "source": [ + "# ๐Ÿงช Assignment #1: Exploratory Data Analysis on Credit Card Fraud Data\n", + "\n", + "## ๐ŸŽฏ Objective\n", + "In this assignment, youโ€™ll perform exploratory data analysis (EDA) on a **real-world credit card fraud dataset**. Your goal is to develop a clear understanding of the datasetโ€™s structure, key variables, and any potential signs of fraud using summary statistics and data visualizations.\n", + "\n", + "This is your first hands-on opportunity to apply Python and data science techniques to a real fraud detection problem.\n", + "\n", + "---\n", + "\n", + "## ๐Ÿ“ Dataset: [Credit Card Fraud Detection Dataset (Kaggle)](https://www.kaggle.com/datasets/mlg-ulb/creditcardfraud)\n", + "\n", + "- Transactions made by European cardholders in September 2013\n", + "- Features are PCA-transformed (`V1`โ€“`V28`) plus `Time`, `Amount`, and `Class`\n", + "- `Class = 1` indicates a fraudulent transaction\n", + "\n", + "You may already have this dataset preloaded for the assignment. If not, download it from the Kaggle link above.\n", + "\n", + "---\n", + "\n", + "## ๐Ÿง  Your Task\n", + "\n", + "1. **Import the Dataset**\n", + " - Load the dataset into a Pandas DataFrame\n", + " - Use `df.head()` to preview the first few rows\n", + "\n", + "2. **Summary Statistics**\n", + " - Use `df.describe()` to examine key metrics\n", + " - Highlight and interpret any differences between fraudulent and non-fraudulent transactions\n", + "\n", + "3. **Boxplot**\n", + " - Plot a boxplot comparing the **Amount** variable by `Class` (fraud vs. non-fraud)\n", + " - Identify any outliers or unusual distributions\n", + "\n", + "4. **Histogram**\n", + " - Create a histogram of transaction amounts\n", + " - Use color or grouping to compare fraud vs. non-fraud\n", + "\n", + "5. **Correlation Heatmap**\n", + " - Generate a correlation matrix of all numeric features\n", + " - Plot it using `seaborn.heatmap()` and interpret any strong relationships\n", + "\n", + "6. **Observations**\n", + " - Provide a short summary of what you've discovered\n", + " - Use Markdown to document: suspicious trends, high-risk variables, or visual insights\n", + "\n", + "---\n", + "\n", + "## ๐Ÿ’ฏ Grading Rubric (100 Points)\n", + "\n", + "| Category | Points | Details |\n", + "|----------------------------------------------|--------|-------------------------------------------------------------------------|\n", + "| ๐Ÿ“ฅ Dataset Loading & Head Output | 10 pts | Dataset is correctly loaded and displayed |\n", + "| ๐Ÿ“Š Summary Statistics (`describe`) | 10 pts | Key metrics are shown and explained |\n", + "| ๐Ÿ“ฆ Boxplot of Amount by Class | 20 pts | Boxplot created with meaningful labels and insights |\n", + "| ๐Ÿ“‰ Histogram with Class Overlay | 20 pts | Histogram clearly compares fraud vs. non-fraud |\n", + "| ๐Ÿ”ฅ Correlation Heatmap | 20 pts | Accurate matrix and clear heatmap generated |\n", + "| ๐Ÿ“ Observations & Markdown Commentary | 20 pts | Thoughtful insighoor formatting, hard-to-read, or broken code |\n", + "\n", + "> ๐Ÿงฎ **Total: 100 Points**\n", + "\n", + "---\n", + "\n", + "## ๐ŸŒŸ Optional Extra Credit (Up to +50 Points)\n", + "\n", + "Looking to challenge yourself or build your portfolio? Choose any of the following:\n", + "\n", + "| Extra Credit Task | Points |\n", + "|---------------------------------------------------------|--------|\n", + "| ๐Ÿ“ˆ Plot fraud rate over time using `Time` column | +10 pts |\n", + "| ๐Ÿงฎ Use `groupby()` to explore fraud by amount bins | +10 pts |\n", + "| ๐Ÿ” Create a pairplot with Seaborn for high-correlation variables | +10 pts |\n", + "| ๐ŸŽป Try violin or KDE plots to explore distributions | +10 pts |\n", + "| ๐Ÿงพ Use z-score or IQR for outlier detection | +10 pts |\n", + "\n", + "> You can earn **up to +50 extra points**, which will be added to your final score. These tasks are optional and great for resume-worthy exploration.\n", + "\n", + "---\n", + "\n", + "## ๐Ÿงต Submission Guidelines\n", + "\n", + "- Submit your `.ipynb` Jupyter Notebook via the course platform\n", + "- Include inline comments and Markdown explanations\n", + "- Your notebook should be clean, organized, and runnable\n", + "\n", + "---\n", + "\n", + "## โœ… Example Code Snippet to Get You Started\n", + "\n", + "```python\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seabord dataset\n", + "df = pd.read_csv(\"creditcard.csv\")\n", + "print(df.head())\n", + "\n", + "# Summary statistics\n", + "print(df.describe())\n" + ] + }, + { + "cell_type": "markdown", + "id": "2b5ff5f0-569a-40e8-a89f-99f70eee31f2", + "metadata": {}, + "source": [ + "### Task1 : Import the Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "66d93ee1-90ae-4678-9c1c-b33bc610b237", + "metadata": { + "collapsed": true, + "id": "66d93ee1-90ae-4678-9c1c-b33bc610b237", + "jupyter": { + "outputs_hidden": true + }, + "outputId": "ac5fb72d-00e8-44c9-e9af-52b09682d057", + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Time V1 V2 V3 V4 V5 V6 V7 \\\n", + "0 0.0 -1.359807 -0.072781 2.536347 1.378155 -0.338321 0.462388 0.239599 \n", + "1 0.0 1.191857 0.266151 0.166480 0.448154 0.060018 -0.082361 -0.078803 \n", + "2 1.0 -1.358354 -1.340163 1.773209 0.379780 -0.503198 1.800499 0.791461 \n", + "3 1.0 -0.966272 -0.185226 1.792993 -0.863291 -0.010309 1.247203 0.237609 \n", + "4 2.0 -1.158233 0.877737 1.548718 0.403034 -0.407193 0.095921 0.592941 \n", + "\n", + " V8 V9 ... V21 V22 V23 V24 V25 \\\n", + "0 0.098698 0.363787 ... -0.018307 0.277838 -0.110474 0.066928 0.128539 \n", + "1 0.085102 -0.255425 ... -0.225775 -0.638672 0.101288 -0.339846 0.167170 \n", + "2 0.247676 -1.514654 ... 0.247998 0.771679 0.909412 -0.689281 -0.327642 \n", + "3 0.377436 -1.387024 ... -0.108300 0.005274 -0.190321 -1.175575 0.647376 \n", + "4 -0.270533 0.817739 ... -0.009431 0.798278 -0.137458 0.141267 -0.206010 \n", + "\n", + " V26 V27 V28 Amount Class \n", + "0 -0.189115 0.133558 -0.021053 149.62 0 \n", + "1 0.125895 -0.008983 0.014724 2.69 0 \n", + "2 -0.139097 -0.055353 -0.059752 378.66 0 \n", + "3 -0.221929 0.062723 0.061458 123.50 0 \n", + "4 0.502292 0.219422 0.215153 69.99 0 \n", + "\n", + "[5 rows x 31 columns]\n" + ] + } + ], + "source": [ + "# Import necessary libraries \n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Load dataset\n", + "\n", + "df = pd.read_csv(\"creditcard.csv\")\n", + "\n", + "print(df.head()) # Display top 5 rows of the dataframe\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "712391c8-3737-43e1-a9c1-039c8446308d", + "metadata": {}, + "source": [ + "### Task 2: Summary Statistics" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b8c6463b-98d3-4831-8408-cdc2c4f4199f", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + }, + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Time V1 V2 V3 V4 \\\n", + "count 284807.000000 2.848070e+05 2.848070e+05 2.848070e+05 2.848070e+05 \n", + "mean 94813.859575 1.168375e-15 3.416908e-16 -1.379537e-15 2.074095e-15 \n", + "std 47488.145955 1.958696e+00 1.651309e+00 1.516255e+00 1.415869e+00 \n", + "min 0.000000 -5.640751e+01 -7.271573e+01 -4.832559e+01 -5.683171e+00 \n", + "25% 54201.500000 -9.203734e-01 -5.985499e-01 -8.903648e-01 -8.486401e-01 \n", + "50% 84692.000000 1.810880e-02 6.548556e-02 1.798463e-01 -1.984653e-02 \n", + "75% 139320.500000 1.315642e+00 8.037239e-01 1.027196e+00 7.433413e-01 \n", + "max 172792.000000 2.454930e+00 2.205773e+01 9.382558e+00 1.687534e+01 \n", + "\n", + " V5 V6 V7 V8 V9 \\\n", + "count 2.848070e+05 2.848070e+05 2.848070e+05 2.848070e+05 2.848070e+05 \n", + "mean 9.604066e-16 1.487313e-15 -5.556467e-16 1.213481e-16 -2.406331e-15 \n", + "std 1.380247e+00 1.332271e+00 1.237094e+00 1.194353e+00 1.098632e+00 \n", + "min -1.137433e+02 -2.616051e+01 -4.355724e+01 -7.321672e+01 -1.343407e+01 \n", + "25% -6.915971e-01 -7.682956e-01 -5.540759e-01 -2.086297e-01 -6.430976e-01 \n", + "50% -5.433583e-02 -2.741871e-01 4.010308e-02 2.235804e-02 -5.142873e-02 \n", + "75% 6.119264e-01 3.985649e-01 5.704361e-01 3.273459e-01 5.971390e-01 \n", + "max 3.480167e+01 7.330163e+01 1.205895e+02 2.000721e+01 1.559499e+01 \n", + "\n", + " ... V21 V22 V23 V24 \\\n", + "count ... 2.848070e+05 2.848070e+05 2.848070e+05 2.848070e+05 \n", + "mean ... 1.654067e-16 -3.568593e-16 2.578648e-16 4.473266e-15 \n", + "std ... 7.345240e-01 7.257016e-01 6.244603e-01 6.056471e-01 \n", + "min ... -3.483038e+01 -1.093314e+01 -4.480774e+01 -2.836627e+00 \n", + "25% ... -2.283949e-01 -5.423504e-01 -1.618463e-01 -3.545861e-01 \n", + "50% ... -2.945017e-02 6.781943e-03 -1.119293e-02 4.097606e-02 \n", + "75% ... 1.863772e-01 5.285536e-01 1.476421e-01 4.395266e-01 \n", + "max ... 2.720284e+01 1.050309e+01 2.252841e+01 4.584549e+00 \n", + "\n", + " V25 V26 V27 V28 Amount \\\n", + "count 2.848070e+05 2.848070e+05 2.848070e+05 2.848070e+05 284807.000000 \n", + "mean 5.340915e-16 1.683437e-15 -3.660091e-16 -1.227390e-16 88.349619 \n", + "std 5.212781e-01 4.822270e-01 4.036325e-01 3.300833e-01 250.120109 \n", + "min -1.029540e+01 -2.604551e+00 -2.256568e+01 -1.543008e+01 0.000000 \n", + "25% -3.171451e-01 -3.269839e-01 -7.083953e-02 -5.295979e-02 5.600000 \n", + "50% 1.659350e-02 -5.213911e-02 1.342146e-03 1.124383e-02 22.000000 \n", + "75% 3.507156e-01 2.409522e-01 9.104512e-02 7.827995e-02 77.165000 \n", + "max 7.519589e+00 3.517346e+00 3.161220e+01 3.384781e+01 25691.160000 \n", + "\n", + " Class \n", + "count 284807.000000 \n", + "mean 0.001727 \n", + "std 0.041527 \n", + "min 0.000000 \n", + "25% 0.000000 \n", + "50% 0.000000 \n", + "75% 0.000000 \n", + "max 1.000000 \n", + "\n", + "[8 rows x 31 columns]\n" + ] + } + ], + "source": [ + "# Descriptive statistics Summary for entire dataset\n", + "\n", + "print(df.describe())\n" + ] + }, + { + "cell_type": "markdown", + "id": "39299788-dcf3-4a4a-b344-61bcb48ad1b9", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "source": [ + "Interpretation of summary statistics:\n", + "\n", + "1. Class Imbalance - Fraud Cases: Only ~0.17% (Class column mean = 0.001727), \n", + "indicating a highly imbalanced dataset whereas Non-Fraud Cases are in Majority.\n", + "\n", + "2. Amount Column: Mean = $88.35, StdDev = $250.12, Max = $25691.16 that means data is right-skewed.\n", + "\n", + "The distribution of amounts for fraud cases is more concentrated at the lower end, \n", + "while non-fraudulent transactions span a wider range and include higher values. \n", + "This means most high-value transactions are legitimate, and fraud is more common in smaller transactions\n", + "\n", + "3. 75% of transactions are below $77.17 โ€” confirms long-tail distribution.\n", + "\n", + "4. Time Column: Ranges from 0 to ~172792.00 seconds (โ‰ˆ 48 hours) โ€” reflects the time elapsed \n", + "since the first transaction." + ] + }, + { + "cell_type": "markdown", + "id": "7cdfddfb-6b77-4dc6-8918-5c9c878bc3a8", + "metadata": {}, + "source": [ + "#### Interpret any differences between fraudulent and non-fraudulent transactions " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e3de5301-b2ee-4c64-8efd-e68dccc218f9", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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8 rows ร— 31 columns

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TimeV1V2V3V4V5V6V7V8V9...V21V22V23V24V25V26V27V28AmountClass
count492.000000492.000000492.000000492.000000492.000000492.000000492.000000492.000000492.000000492.000000...492.000000492.000000492.000000492.000000492.000000492.000000492.000000492.000000492.000000492.0
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std47835.3651386.7836874.2912167.1109372.8733185.3724681.8581247.2067736.7978312.500896...3.8693041.4946021.5796420.5155770.7972050.4716791.3767660.547291256.6832880.0
min406.000000-30.552380-8.402154-31.103685-1.313275-22.105532-6.406267-43.557242-41.044261-13.434066...-22.797604-8.887017-19.254328-2.028024-4.781606-1.152671-7.263482-1.8692900.0000001.0
25%41241.500000-6.0360631.188226-8.6434892.373050-4.792835-2.501511-7.965295-0.195336-3.872383...0.041787-0.533764-0.342175-0.436809-0.314348-0.259416-0.020025-0.1088681.0000001.0
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8 rows ร— 31 columns

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" + ], + "text/plain": [ + " Time V1 V2 V3 V4 \\\n", + "count 492.000000 492.000000 492.000000 492.000000 492.000000 \n", + "mean 80746.806911 -4.771948 3.623778 -7.033281 4.542029 \n", + "std 47835.365138 6.783687 4.291216 7.110937 2.873318 \n", + "min 406.000000 -30.552380 -8.402154 -31.103685 -1.313275 \n", + "25% 41241.500000 -6.036063 1.188226 -8.643489 2.373050 \n", + "50% 75568.500000 -2.342497 2.717869 -5.075257 4.177147 \n", + "75% 128483.000000 -0.419200 4.971257 -2.276185 6.348729 \n", + "max 170348.000000 2.132386 22.057729 2.250210 12.114672 \n", + "\n", + " V5 V6 V7 V8 V9 ... \\\n", + "count 492.000000 492.000000 492.000000 492.000000 492.000000 ... \n", + "mean -3.151225 -1.397737 -5.568731 0.570636 -2.581123 ... \n", + "std 5.372468 1.858124 7.206773 6.797831 2.500896 ... \n", + "min -22.105532 -6.406267 -43.557242 -41.044261 -13.434066 ... \n", + "25% -4.792835 -2.501511 -7.965295 -0.195336 -3.872383 ... \n", + "50% -1.522962 -1.424616 -3.034402 0.621508 -2.208768 ... \n", + "75% 0.214562 -0.413216 -0.945954 1.764879 -0.787850 ... \n", + "max 11.095089 6.474115 5.802537 20.007208 3.353525 ... \n", + "\n", + " V21 V22 V23 V24 V25 V26 \\\n", + "count 492.000000 492.000000 492.000000 492.000000 492.000000 492.000000 \n", + "mean 0.713588 0.014049 -0.040308 -0.105130 0.041449 0.051648 \n", + "std 3.869304 1.494602 1.579642 0.515577 0.797205 0.471679 \n", + "min -22.797604 -8.887017 -19.254328 -2.028024 -4.781606 -1.152671 \n", + "25% 0.041787 -0.533764 -0.342175 -0.436809 -0.314348 -0.259416 \n", + "50% 0.592146 0.048434 -0.073135 -0.060795 0.088371 0.004321 \n", + "75% 1.244611 0.617474 0.308378 0.285328 0.456515 0.396733 \n", + "max 27.202839 8.361985 5.466230 1.091435 2.208209 2.745261 \n", + "\n", + " V27 V28 Amount Class \n", + "count 492.000000 492.000000 492.000000 492.0 \n", + "mean 0.170575 0.075667 122.211321 1.0 \n", + "std 1.376766 0.547291 256.683288 0.0 \n", + "min -7.263482 -1.869290 0.000000 1.0 \n", + "25% -0.020025 -0.108868 1.000000 1.0 \n", + "50% 0.394926 0.146344 9.250000 1.0 \n", + "75% 0.826029 0.381152 105.890000 1.0 \n", + "max 3.052358 1.779364 2125.870000 1.0 \n", + "\n", + "[8 rows x 31 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Describe summary statistics for fraudulent classes separately \n", + "\n", + "df[df['Class'] == 1].describe() # Fraud" + ] + }, + { + "cell_type": "markdown", + "id": "6006cd86-ee79-4f3c-862a-cefa233b13f8", + "metadata": {}, + "source": [ + "### Task 3 :Boxplot\n", + "\n", + "Plot a boxplot comparing the Amount variable by Class (fraud vs. non-fraud).\n", + "Identify any outliers or unusual distributions" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "f0ba76ad-2d9a-470c-a1a4-d9f4f68aa625", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Set the figure size\n", + "plt.figure(figsize=(8, 4))\n", + "\n", + "# Create boxplot comparing Amount by Class\n", + "sns.boxplot(x='Class', y='Amount', data=df)\n", + "\n", + "# Add title and labels\n", + "plt.title('Transaction Amounts by Class (0 = Non-Fraud, 1 = Fraud)')\n", + "plt.xlabel('Class')\n", + "plt.ylabel('Transaction Amount')\n", + "\n", + "# Display the plot\n", + "plt.show()\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "8d3453bd-4a37-4ee7-ac67-11479297f577", + "metadata": {}, + "source": [ + "### Identifying Outliers and treating them by applying 1.5 IQR Rule" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a84622be-b260-48a9-b20f-c55bb827a236", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Time V1 V2 V3 \\\n", + "count 252903.000000 252903.000000 252903.000000 252903.000000 \n", + "mean 94986.492228 0.094504 0.230435 0.060689 \n", + "std 47594.978003 1.820271 1.293522 1.471043 \n", + "min 0.000000 -40.470142 -47.429676 -33.680984 \n", + "25% 54533.500000 -0.859648 -0.397907 -0.816557 \n", + "50% 85041.000000 0.035238 0.165842 0.225603 \n", + "75% 139586.000000 1.356675 0.878353 1.067617 \n", + "max 172788.000000 2.454930 22.057729 4.226108 \n", + "\n", + " V4 V5 V6 V7 \\\n", + "count 252903.000000 252903.000000 252903.000000 252903.000000 \n", + "mean -0.019030 0.116567 -0.059286 -0.083767 \n", + "std 1.393801 1.214682 1.264431 1.038737 \n", + "min -5.683171 -23.669726 -23.496714 -43.557242 \n", + "25% -0.850251 -0.567459 -0.793053 -0.576955 \n", + "50% -0.024476 0.021158 -0.318741 0.016034 \n", + "75% 0.717123 0.666514 0.311231 0.515631 \n", + "max 12.114672 34.099309 8.933762 6.491054 \n", + "\n", + " V8 V9 ... V21 V22 \\\n", + "count 252903.000000 252903.000000 ... 252903.000000 252903.000000 \n", + "mean 0.024857 0.008731 ... -0.018557 0.002675 \n", + "std 1.156919 1.081381 ... 0.705072 0.714132 \n", + "min -41.484823 -13.434066 ... -22.797604 -8.887017 \n", + "25% -0.196253 -0.615814 ... -0.237517 -0.544744 \n", + "50% 0.029424 -0.045243 ... -0.047347 0.005992 \n", + "75% 0.335343 0.583818 ... 0.158554 0.528770 \n", + "max 20.007208 10.392889 ... 27.202839 8.361985 \n", + "\n", + " V23 V24 V25 V26 \\\n", + "count 252903.000000 252903.000000 252903.000000 252903.000000 \n", + "mean 0.006637 0.001982 0.002301 -0.001892 \n", + "std 0.433929 0.602656 0.505696 0.469089 \n", + "min -36.666000 -2.836627 -7.495741 -1.732008 \n", + "25% -0.141823 -0.355170 -0.314581 -0.322206 \n", + "50% -0.005033 0.040299 0.012927 -0.041085 \n", + "75% 0.141507 0.439066 0.349265 0.229586 \n", + "max 22.083545 4.022866 7.519589 3.463246 \n", + "\n", + " V27 V28 Amount Class \n", + "count 252903.000000 252903.000000 252903.000000 252903.000000 \n", + "mean 0.002238 -0.001567 34.974887 0.001586 \n", + "std 0.371147 0.266247 42.172250 0.039788 \n", + "min -9.895244 -8.478686 0.000000 0.000000 \n", + "25% -0.063949 -0.054103 4.490000 0.000000 \n", + "50% 0.006947 0.008817 16.000000 0.000000 \n", + "75% 0.096233 0.072347 49.990000 0.000000 \n", + "max 8.254376 22.620072 184.500000 1.000000 \n", + "\n", + "[8 rows x 31 columns]\n" + ] + } + ], + "source": [ + "# To handle imbalance and skewness in data, Apply IQR filtering(1.5 IQR Rule) on 'Amount' \n", + "\n", + "Q1 = df['Amount'].quantile(0.25)\n", + "Q3 = df['Amount'].quantile(0.75)\n", + "\n", + "IQR = Q3 - Q1\n", + "\n", + "#Creating another dataframe to store capped results \n", + "\n", + "df_clean = df[(df['Amount'] >= Q1 - 1.5 * IQR) & (df['Amount'] <= Q3 + 1.5 * IQR)]\n", + "\n", + "# Summary statistics for new dataframe \n", + "#To detect how much outlier removal has changed the data distribution -\n", + "\n", + "print(df_clean.describe())\n" + ] + }, + { + "cell_type": "markdown", + "id": "cd0e120c-73ec-4d8f-b966-fd3650eb721a", + "metadata": {}, + "source": [ + "### Create boxplot with IQR Capped data for Amount" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "608aeefb-cf99-413a-b4bb-c59f221c0688", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Set the figure size\n", + "\n", + "plt.figure(figsize=(8, 5))\n", + "\n", + "# Create boxplot comparing Amount by Class\n", + "\n", + "sns.boxplot(x='Class', y='Amount', data=df_clean,color = 'orange')\n", + "\n", + "\n", + "# Add title and labels\n", + "plt.title(\"Transaction Amount by Class(0 = Non-Fraud, 1 = Fraud) After IQR Filtering\")\n", + "plt.xlabel('Class')\n", + "plt.ylabel('Transaction Amount')\n", + "\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "3d3f202b-e7a4-4798-9be2-5df761830df6", + "metadata": {}, + "source": [ + "Interpretation of BoxPlot -\n", + "\n", + "This distribution for Class 1 (Fraud) is heavily right-skewed. Most of the values are small and close together.\n", + "A few much larger values pull the upper tail, creating the long stretch upward.\n", + "\n", + "It implies -\n", + "\n", + "1. Most frauds are at a consistent lower amount (same value repeated or batched)\n", + "2. A few are higher-value frauds\n", + "3. Suggests a fraud pattern like \"micro frauds\" (many small, consistent withdrawals or charges)\n" + ] + }, + { + "cell_type": "markdown", + "id": "484b30d4-1daa-4f2c-8892-7bac7618e1f1", + "metadata": {}, + "source": [ + "### Task 4. Histogram " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "f59a687a-d52c-488c-885c-a97e241bf09d", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Histogram\n", + "\n", + "# Set the figure size\n", + "plt.figure(figsize=(10, 6))\n", + "\n", + "# Create Histogram overlay comparing Amount by Class\n", + "\n", + "sns.histplot(df_clean[df_clean['Class'] == 0]['Amount'], kde=True, stat='density', bins=50, label='Non-Fraud', color='blue')\n", + "sns.histplot(df_clean[df_clean['Class'] == 1]['Amount'], kde=True, stat='density', bins=50, label='Fraud', color='red')\n", + "\n", + "# Add title and labels\n", + "\n", + "plt.title(\"Histogram of Amounts by Class (After IQR Filtering)\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "cc2c4fdf-72a6-4ad9-b363-3fe634b01f87", + "metadata": {}, + "source": [ + "Interpretation of histogram \n", + "\n", + "1. Non-fraud transactions dominate and span a much wider range of amounts.\n", + "2. Fraud transactions are fewer but often centered around specific higher-value ranges.\n", + "3. Most transactions (fraud and non-fraud) are low-value (< $100).\n" + ] + }, + { + "cell_type": "markdown", + "id": "dba9744e-0ca6-4fb4-850a-6e39eef8c4a2", + "metadata": {}, + "source": [ + "### Task 5. Heatmap" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "b983d67d-d4df-4318-a03c-767ce241f800", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Generate Heatmap for numeric variables -\n", + "\n", + "# Select only numeric columns (excluding 'Time')\n", + "\n", + "numeric_df = df.select_dtypes(include='number').drop(columns=['Time'])\n", + "\n", + "# Compute the correlation matrix\n", + "\n", + "correlation_matrix = numeric_df.corr()\n", + "\n", + "# Plot the heatmap\n", + "\n", + "plt.figure(figsize=(16, 12))\n", + "\n", + "# using Seaborn.heatmap(), generate a plot for heatmap\n", + "sns.heatmap(correlation_matrix,cmap='coolwarm',center=0,linewidths=0.5,annot=True,fmt=\".2f\")\n", + "\n", + "plt.title(\"Correlation Heatmap of Numeric Features\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "812ecdfb-4461-415c-8244-c554b00a0a36", + "metadata": {}, + "source": [ + "Interpretation of Heatmap - \n", + "\n", + "Variables V10, V12, V14, V17 ,Amount : These are the high correlation variables .\n", + "\n", + "V10,V12,V14,V17 having highest negative correlation with class. " + ] + }, + { + "cell_type": "markdown", + "id": "3093c1aa-e2a8-4389-b0e6-c153ed114365", + "metadata": {}, + "source": [ + "### 6. Pairplot for high correlation variables - " + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "48ec4127-a4f6-4e18-8a75-0a6131745f6c", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Generate Pairplot with high correlation variables - \n", + "\n", + "pairplot_vars = ['V10', 'V12', 'V14', 'V17', 'Amount', 'Class']\n", + "\n", + "# Sample the data for visualization (optional, to speed up plotting)\n", + "df_sample = df[pairplot_vars].sample(2000, random_state=42)\n", + "\n", + "# Create the pairplot, coloring by fraud class\n", + "sns.pairplot(df_sample,hue='Class',diag_kind='hist',plot_kws={'alpha':0.6},corner=True)\n", + "plt.suptitle('Pairplot of High-Correlation Variables by Class', y=1.02)\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "2d8ad43d-9f13-460a-bbef-0ed3d97bdfe2", + "metadata": {}, + "source": [ + "Interpretation of above Pairplot :\n", + "\n", + "- Each scatterplot shows the relationship between two features, \n", + "colored by fraud class (0 = non-fraud, 1 = fraud).\n", + "\n", + "-Diagonal plots show the distribution of each feature by class." + ] + }, + { + "cell_type": "markdown", + "id": "fcdeea50-9a27-4cfd-b4d8-fcb11581c354", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "source": [ + "### 7. Violin Plot" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "e4ad7f2a-d3c7-44af-b1f6-a14911eb2c0c", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create violin plots for each feature (excluding 'Class') by Class\n", + "\n", + "pairplot_vars = ['V10', 'V12', 'V14', 'V17', 'Amount', 'Class']\n", + "\n", + "# Create violin plots using 'Class' as hue\n", + "plt.figure(figsize=(18, 12))\n", + "for i, feature in enumerate(pairplot_vars[:-1], 1): # skip 'Class'\n", + " plt.subplot(3, 2, i)\n", + " sns.violinplot(data=df_clean, x='Class', y=feature, hue='Class', palette='Set2', legend=False)\n", + " plt.title(f'Violin Plot of {feature} by Class')\n", + " plt.xlabel('Class (0 = Non-Fraud, 1 = Fraud)')\n", + " plt.ylabel(feature)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "f270f497-d179-4411-aee6-7913c5e900a2", + "metadata": {}, + "source": [ + "Interpretation of above violin plot -\n", + "\n", + "1. V10, V12, V14 - Tight, narrow violins on the fraud side (Class = 1), all concentrated in negative ranges.\n", + "Non-fraud (Class = 0) distributions are wider and more symmetric, covering a broader value range.\n", + "Conclusion: These variables help separate fraud cases effectively due to tight \n", + "value clusters for fraud.\n", + "\n", + "2. V17- Shows a moderate peak for fraud around a narrow negative band.\n", + "Still valuable but less sharply separated than V10โ€“V14.\n", + "\n", + "3. Amount- Fraud transactions mostly occur at lower monetary values, forming a left-skewed, \n", + "sharp peak.Non-fraud transactions span a much wider range, including high-value purchases.\n", + "Conclusion: While not mathematically correlated strongly, \n", + "Amount shows a useful behavioral signal." + ] + }, + { + "cell_type": "markdown", + "id": "20d5bcd7-78f9-4345-99eb-0abd48d28198", + "metadata": {}, + "source": [ + "### 8. Fraud-Rate over Time " + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "caf89efa-64d8-421c-9c74-f1aaa157bf53", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Convert Time to hours\n", + "df['Hour'] = df['Time'] // 3600\n", + "\n", + "# Calculate fraud rate per hour\n", + "fraud_rate = df.groupby('Hour')['Class'].mean() * 100\n", + "\n", + "plt.figure(figsize=(12, 6))\n", + "\n", + "# Plot the calculated data -\n", + "\n", + "fraud_rate.plot()\n", + "plt.title('Fraud Rate by Hour')\n", + "plt.ylabel('Fraud Rate (%)')\n", + "\n", + "# Display the results \n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "5557d1c9-f095-4b88-8147-04c72a000cc0", + "metadata": {}, + "source": [ + "Interpretation - \n", + "\n", + "1. Long periods of near-zero fraud:The vast majority of hourly bins show very low fraud rates, \n", + "close to 0. This highlights how rare fraudulent transactions are in this dataset.\n", + "\n", + "2. Distinct spikes in specific hours: Noticeable spikes in fraud rate at a few specific hour bins.\n", + "These could represent:\n", + "- Coordinated fraud attempts during specific times.\n", + "- Anomalies or outliers worth investigating further.\n", + "- Time windows where existing fraud defenses were weaker.\n", + " \n", + "3. Temporal clustering of fraud: Some neighboring hours show elevated fraud โ€” a sign that \n", + "fraudsters may be active in bursts." + ] + }, + { + "cell_type": "markdown", + "id": "3bb9541c-9253-4346-9aeb-e7d022b42da1", + "metadata": {}, + "source": [ + "### 9. Fraud by Amount bins " + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "92121c3c-042b-4ab0-bcff-88e9cc766175", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Bin transaction amounts\n", + "\n", + "# Create custom bins for transaction amounts\n", + "amount_bins = pd.cut(df['Amount'],bins=[0, 10, 50, 100, 500, 1000, 5000, 10000],\n", + " right=False # so ranges are [start, end)\n", + ")\n", + "\n", + "# Group by amount bins and calculate mean fraud rate\n", + "fraud_by_amount_bin = df.groupby(amount_bins,observed=True)['Class'].mean()\n", + "\n", + "# Plot the fraud rate by amount bins\n", + "plt.figure(figsize=(10, 6))\n", + "\n", + "fraud_by_amount_bin.plot(kind='bar', color='steelblue', edgecolor='black')\n", + "\n", + "# Set title of the bar chart \n", + "\n", + "plt.title('Fraud Rate by Transaction Amount Bins')\n", + "plt.xlabel('Transaction Amount Range')\n", + "plt.ylabel('Fraud Rate')\n", + "plt.grid(axis='y')\n", + "plt.tight_layout()\n", + "\n", + "# Display results \n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "8215ac3a-0b8d-45ab-82ed-1a5ec3704f10", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "source": [ + "Insights -\n", + "Fraud is not evenly distributed across transaction sizes.\n", + "Small-dollar fraud is frequent and must be closely monitored.\n", + "High-dollar fraud is rarer, but more damaging when it happens.\n", + "\n", + "Fraud Rate Trend identified - \n", + "$0โ€“$10\t- Highest Risk , Fraudsters commonly use small-dollar purchases to test stolen cards. \n", + "These are low-risk and often go unnoticed.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cc787f08-5cd5-45cc-8f37-390e334af2fc", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "display_name": "Python [conda env:base] *", + "language": "python", + "name": "conda-base-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}