climate_quantum (1).ipynb

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  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "code",
      "source": [
        "\n",
        "! pip install pandas numpy scikit-learn"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MtmCvJGAOrAm",
        "outputId": "d3a9f0cb-4ff2-4338-f4c1-22c8eee4f695"
      },
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: pandas in /usr/local/lib/python3.10/dist-packages (2.1.4)\n",
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          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pip install pennylane"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "qH4DMruNPJo-",
        "outputId": "3fde3bd1-991a-401f-e814-c102b63cdaee"
      },
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
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            "Successfully installed appdirs-1.4.4 autoray-0.6.12 pennylane-0.37.0 pennylane-lightning-0.37.0 rustworkx-0.15.1 semantic-version-2.10.0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import mean_squared_error, r2_score\n",
        "from sklearn.preprocessing import StandardScaler\n",
        "from sklearn.svm import SVR\n",
        "from pennylane import numpy as pnp\n",
        "import pennylane as qml\n",
        "from pennylane.optimize import NesterovMomentumOptimizer\n",
        "\n",
        "# Load the dataset\n",
        "data = pd.read_csv('/content/climate_change.csv')\n",
        "\n",
        "# Define the features (X) and the target variable (y)\n",
        "X = data[['MEI', 'CO2', 'CH4', 'N2O', 'CFC-11', 'CFC-12', 'TSI', 'Aerosols', 'Year', 'Month']]\n",
        "y = data['Temp']\n",
        "\n",
        "# Split the data into training and testing sets\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n",
        "\n",
        "# Scale the features\n",
        "scaler = StandardScaler()\n",
        "X_train_scaled = scaler.fit_transform(X_train)\n",
        "X_test_scaled = scaler.transform(X_test)\n",
        "\n",
        "# Define a quantum device\n",
        "n_qubits = X_train_scaled.shape[1]\n",
        "dev = qml.device(\"default.qubit\", wires=n_qubits)\n",
        "\n",
        "# Define a quantum circuit (feature map) for embedding classical data\n",
        "def quantum_circuit(params, x):\n",
        "    qml.templates.AngleEmbedding(x, wires=range(n_qubits))\n",
        "    qml.templates.StronglyEntanglingLayers(params, wires=range(n_qubits))\n",
        "    return [qml.expval(qml.PauliZ(w)) for w in range(n_qubits)]\n",
        "\n",
        "# Initialize random parameters for the quantum circuit\n",
        "params = pnp.random.random((10, n_qubits, 3), requires_grad=True)  # Increased number of layers worked towards a better result.\n",
        "\n",
        "# Create a QNode for PennyLane\n",
        "@qml.qnode(dev)\n",
        "def circuit(params, x):\n",
        "    return quantum_circuit(params, x)\n",
        "\n",
        "# Encode the training data using the quantum circuit\n",
        "encoded_X_train = np.array([circuit(params, x) for x in X_train_scaled])\n",
        "encoded_X_test = np.array([circuit(params, x) for x in X_test_scaled])\n",
        "\n",
        "# Use a classical Support Vector Regressor (SVR) for regression\n",
        "regressor = SVR(kernel=\"rbf\")  # Changed to RBF kernel\n",
        "regressor.fit(encoded_X_train, y_train)\n",
        "\n",
        "# Make predictions on the test set\n",
        "y_pred = regressor.predict(encoded_X_test)\n",
        "\n",
        "# Calculate the Mean Squared Error (MSE) and R-squared (R^2) value\n",
        "mse = mean_squared_error(y_test, y_pred)\n",
        "r2 = r2_score(y_test, y_pred)\n",
        "\n",
        "print(f'Mean Squared Error: {mse}')\n",
        "print(f'R-squared: {r2}')\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jBjgLbqXVe5U",
        "outputId": "3834fd8d-9b43-40f5-d2f2-ad3587303a2d"
      },
      "execution_count": 3,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mean Squared Error: 0.011553182234781096\n",
            "R-squared: 0.6421644366393319\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "fig, ax = draw_mpl(circuit)(params, X_train_scaled[0])\n",
        "fig.savefig(\"quantum_circuit.png\", dpi=300)  # Save as a high-resolution PNG file\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "EcLUylxyxHWU",
        "outputId": "ccc9c04c-7642-4db2-c5f7-1b9ee8e2f5bd"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 500x1100 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "\n",
        "# Scatter plot between actual and predicted values\n",
        "plt.figure(figsize=(10, 6))\n",
        "plt.scatter(y_test, y_pred, color='orange', label='Predicted Temperature')\n",
        "plt.scatter(y_test, y_test, color='blue', label='Actual Temperature')\n",
        "plt.xlabel('Actual Temperature')\n",
        "plt.ylabel('Predicted Temperature')\n",
        "plt.title('Actual vs. Predicted Temperature', fontsize=18, color='red')\n",
        "plt.legend()\n",
        "plt.grid(True)\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 569
        },
        "id": "9mk0nXMVV3sc",
        "outputId": "ffbe80d0-141f-4372-e276-3f373a60fd38"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n"
      ],
      "metadata": {
        "id": "k9s1DKHtxqJN"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "residuals_quantum = y_test - y_pred\n",
        "plt.figure(figsize=(14, 6))\n",
        "plt.subplot(1, 2, 2)\n",
        "sns.histplot(residuals_quantum, kde=True, color='red')\n",
        "plt.title('Quantum Model: Residuals Distribution')\n",
        "plt.xlabel('Residuals')\n",
        "\n",
        "plt.show()\n",
        "\n",
        "\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "8gpVBzrFxZMM",
        "outputId": "92c0aa16-cc4b-430e-c38a-a29b517adc7c"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1400x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}