Chapter_11_Handling_Imbalanced_Data_Sets.ipynb

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        "# **Example: Using SMOTE to balance a fraud dataset and visualizing synthetic fraudulent samples**\n",
        "\n",
        "**Context:**\n",
        "In the modern digital age, financial transactions occur at an unprecedented rate. With this increase in transaction volume, the risk of fraudulent activities also rises. Detecting these fraudulent transactions is of paramount importance to maintain the integrity of any financial system.\n",
        "\n",
        "**Objectives:**\n",
        "Understand the distribution and relationship between transaction amounts and their associated ratios.\n",
        "Identify patterns that might indicate fraudulent activities.\n",
        "Develop a preliminary model to predict potential fraud based on the given features.\n",
        "\n",
        "**Dataset:**\n",
        "The dataset consists of 1,000 entries with three columns: amount, ratio, and fraud. The amount column represents the transaction amount, the ratio column represents some internal metric associated with the transaction, and the fraud column is a binary indicator (0 for legitimate, 1 for fraudulent).\n",
        "\n",
        "\n",
        "# **Scenario Analysis:**\n",
        "\n",
        "**Scenario 1: High Transaction Amounts with Negative Ratios**\n",
        "It's observed that transactions with exceptionally high amounts and negative ratios tend to be fraudulent. This pattern might indicate money laundering or other illicit activities where large sums are moved in ways to avoid detection.\n",
        "\n",
        "**Scenario 2: Low Transaction Amounts with High Positive Ratios**\n",
        "Transactions with smaller amounts but high positive ratios might indicate micro-fraud activities. These are transactions that, on their own, might not raise alarms but cumulatively can result in significant losses.\n",
        "\n",
        "**Scenario 3: Consistent Transaction Amounts with Varying Ratio**s\n",
        "If there are consistent transaction amounts but varying ratios, it might indicate scripted or bot-driven activities. These can be attempts to test the system's vulnerability or to execute fraud on a mass scale.\n",
        "\n",
        "\n",
        "# **Analysis Steps:**\n",
        "\n",
        "1. Data Loading and Preprocessing: Load the \"SMOTE.csv\" dataset and select the necessary columns (amount, ratio, and fraud).\n",
        "\n",
        "2. Data Categorization: Divide the dataset into two categories: fraud and non-fraud cases.\n",
        "\n",
        "3. Nearest Neighbors Identification: Use the k-nearest neighbors algorithm to identify the closest fraudulent neighbors of a random fraud instance.\n",
        "\n",
        "4. Synthetic Fraud Sample Creation: Interpolate between two fraud instances using the SMOTE algorithm to generate a synthetic fraud sample.\n",
        "\n",
        "5. Dataset Resampling: Apply the SMOTE algorithm to the entire dataset to generate additional synthetic fraud cases and balance the class distribution.\n",
        "\n",
        "6. Visualization: Construct plots to visualize the original dataset with the synthetic fraud case and the resampled dataset.\n",
        "\n",
        "7. Observations and Confirmation: Examine the plots to confirm the efficacy of the nearest neighbor’s algorithm and the plausibility of the synthetic fraud cases.\n",
        "\n",
        "8. Recommendations: Provide actionable insights and recommendations based on the observations."
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        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "# Load the credit card fraud dataset\n",
        "data_df = pd.read_csv('SMOTE.csv', on_bad_lines='skip')\n",
        "y = data_df['fraud'].values\n",
        "data_df = pd.DataFrame(data_df, columns=['amount', 'ratio', 'fraud'])"
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        "# Explore the first five rows in the DataFrame\n",
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              "        amount     ratio  fraud\n",
              "0  2192.767639  0.110470      0\n",
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              "          amount     ratio  fraud\n",
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              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-87bafdea-d128-44f1-99a5-e8db7c256746\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-87bafdea-d128-44f1-99a5-e8db7c256746')\"\n",
              "            title=\"Suggest charts.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-87bafdea-d128-44f1-99a5-e8db7c256746 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Obtain dataset information\n",
        "data_df.info()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "A7VZFKFZtRjr",
        "outputId": "bc9340a9-4baa-438f-a3c7-2d267796d546"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 1000 entries, 0 to 999\n",
            "Data columns (total 3 columns):\n",
            " #   Column  Non-Null Count  Dtype  \n",
            "---  ------  --------------  -----  \n",
            " 0   amount  1000 non-null   float64\n",
            " 1   ratio   1000 non-null   float64\n",
            " 2   fraud   1000 non-null   int64  \n",
            "dtypes: float64(2), int64(1)\n",
            "memory usage: 23.6 KB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# now plot the heatmap with missing values represented as 'np.nan'\n",
        "sns.heatmap(data_df.isnull(), yticklabels=False, cbar=False, cmap=\"Blues\")\n",
        "\n",
        "# *************Incase any Mossing Vlaues use below codes************* <For new dataset>\n",
        "# Impute missing values with the mean of the respective columns\n",
        "#data_df.fillna(data_df.mean(), inplace=True)\n",
        "\n",
        "# Check if there are any missing values left\n",
        "#print(data_df.isnull().sum())\n",
        "\n",
        "# Ensure the target variable 'Class' is of integer type\n",
        "#data_df['Class'] = data_df['Class'].astype(int)\n",
        "#Note: Remember (Synthetic Minority Over-sampling Technique) is designed for classification problems, not regression.\n",
        "#Ensure Class is Categorical: The Class column should be categorical, meaning it should have discrete values like 0 and 1 for binary classification.\n",
        "#If it's not, you might want to convert it:"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "50BPitZTtVsN",
        "outputId": "925b6e8c-dc0c-4578-ec0e-aad429160e32"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 12
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 927
        },
        "id": "srSoTNkcqLcm",
        "outputId": "a142f7c7-7ed4-4f97-8153-f5a921e7e7fb"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "from sklearn.datasets import make_classification\n",
        "from imblearn.over_sampling import SMOTE\n",
        "from sklearn.neighbors import NearestNeighbors\n",
        "import random\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "\n",
        "#****This step done above****\n",
        "# Load the credit card fraud dataset\n",
        "#data_df = pd.read_csv('SMOTE.csv', on_bad_lines='skip')\n",
        "#y = data_df['fraud'].values\n",
        "#data_df = pd.DataFrame(data_df, columns=['amount', 'ratio', 'fraud'])\n",
        "\n",
        "# Separate the fraud and non-fraud cases\n",
        "fraud_cases = data_df[data_df['fraud'] == 1]\n",
        "non_fraud_cases = data_df[data_df['fraud'] == 0]\n",
        "\n",
        "# Select a random fraud case (Alicia)\n",
        "alicia = fraud_cases.sample(1, random_state=1)\n",
        "k = 4\n",
        "\n",
        "# Find the k nearest fraudulent neighbors of Alicia\n",
        "nbrs = NearestNeighbors(n_neighbors=k, algorithm='ball_tree').fit(fraud_cases.drop('fraud', axis=1))\n",
        "distances, indices = nbrs.kneighbors(alicia.drop('fraud', axis=1))\n",
        "\n",
        "# Randomly choose one of the neighbors (Hakeem)\n",
        "hakeem = fraud_cases.iloc[random.choice(indices[0])]\n",
        "\n",
        "# Create a synthetic fraudulent sample\n",
        "random_number = random.uniform(0, 1)\n",
        "difference = alicia[['amount', 'ratio']] - hakeem[['amount', 'ratio']]\n",
        "synthetic_fraud = alicia[['amount', 'ratio']] + difference * random_number\n",
        "\n",
        "# Apply SMOTE to the dataset\n",
        "X = data_df[['amount', 'ratio']].values\n",
        "sm = SMOTE(sampling_strategy=1.0, k_neighbors=k, random_state=1)\n",
        "X_resampled, y_resampled = sm.fit_resample(X, y)\n",
        "\n",
        "# Visualize the original dataset, Alicia, neighbors, and synthetic fraud\n",
        "fig, ax = plt.subplots()\n",
        "ax.scatter(non_fraud_cases['amount'], non_fraud_cases['ratio'], label='Non-fraud')\n",
        "ax.scatter(fraud_cases['amount'], fraud_cases['ratio'], label='Fraud', color='red')\n",
        "ax.scatter(alicia['amount'], alicia['ratio'], label='Alicia', color='purple', marker='x', s=100)\n",
        "ax.scatter(hakeem['amount'], hakeem['ratio'], label='Hakeem', color='green', marker='x', s=100)\n",
        "ax.scatter(synthetic_fraud['amount'], synthetic_fraud['ratio'], label='Synthetic Fraud', color='blue', marker='x', s=100)\n",
        "ax.legend()\n",
        "plt.xlabel('Amount')\n",
        "plt.ylabel('Ratio')\n",
        "plt.title('Original Dataset with Alicia, Hakeem, and Synthetic Fraud')\n",
        "plt.show()\n",
        "\n",
        "# Visualize the resampled dataset\n",
        "fig, ax = plt.subplots()\n",
        "ax.scatter(X_resampled[y_resampled == 0][:, 0], X_resampled[y_resampled == 0][:, 1], label='Non-fraud')\n",
        "ax.scatter(X_resampled[y_resampled == 1][:, 0], X_resampled[y_resampled == 1][:, 1], label='Fraud', color='red')\n",
        "ax.legend()\n",
        "plt.xlabel('Amount')\n",
        "plt.ylabel('Ratio')\n",
        "plt.title('Resampled Dataset')\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Below is the code for \"Figure: 11-2. Visualizing the Oversampling Effect\" presented in the book.**\n",
        "\n"
      ],
      "metadata": {
        "id": "Fyy6U7Uw08cF"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "from imblearn.over_sampling import RandomOverSampler\n",
        "from collections import Counter\n",
        "\n",
        "# Assuming X and y are already defined\n",
        "ros = RandomOverSampler(random_state=42)\n",
        "X_resampled, y_resampled = ros.fit_resample(X, y)\n",
        "\n",
        "print(f\"Original dataset shape: {Counter(y)}\")\n",
        "print(f\"Resampled dataset shape: {Counter(y_resampled)}\")\n",
        "\n",
        "# Plotting\n",
        "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(12, 4))\n",
        "\n",
        "# Original Dataset\n",
        "ax1.scatter(X[y == 0][:, 0], X[y == 0][:, 1], color='blue', alpha=0.5, label='Class 0 (Non-fraud)')\n",
        "ax1.scatter(X[y == 1][:, 0], X[y == 1][:, 1], color='red', alpha=0.5, label='Class 1 (Fraud)')\n",
        "ax1.set_title('Original Dataset')\n",
        "ax1.legend()\n",
        "\n",
        "# Resampled Dataset\n",
        "ax2.scatter(X_resampled[:, 0], X_resampled[:, 1], color='blue', alpha=0.5, label='Class 0 (Non-fraud)')\n",
        "# Overlay the original data points on top in red\n",
        "ax2.scatter(X[:, 0], X[:, 1], color='red', alpha=0.5, label='Class 1 (Fraud)')\n",
        "ax2.set_title('Resampled Dataset with Overlapping Points in Red')\n",
        "ax2.legend()\n",
        "\n",
        "plt.tight_layout()\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 442
        },
        "id": "AL8XEsnMqX1r",
        "outputId": "83287afd-56b4-4fcb-ad87-27fb392b130c"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Original dataset shape: Counter({0: 990, 1: 10})\n",
            "Resampled dataset shape: Counter({0: 990, 1: 990})\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x400 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}