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shaadclt / repository
This project involves the prediction of house prices in Boston using Lasso Regression in Jupyter Notebook. The dataset contains features such as average number of rooms per dwelling, crime rate, and more. Through this analysis, we aim to build a regression model that accurately predicts house prices based on the given input features.
This project involves the prediction of house prices in Boston using Lasso Regression in Jupyter Notebook. The dataset contains features such as average number of rooms per dwelling, crime rate, and more. Through this analysis, we aim to build a regression model that accurately predicts house prices based on the given input features.
The Boston housing dataset used for this analysis includes various features related to houses in Boston, such as crime rate, average number of rooms per dwelling, nitric oxides concentration, and the target variable: house price.
Before running the code, make sure you have the following dependencies installed:
To get started, follow the steps below:
git clone https://github.com/shaadclt/Boston-House-Price-Prediction-LassoRegression.git
cd Boston-House-Price-Prediction-LassoRegression
Install the required dependencies:
Run Jupyter Notebook:
jupyter notebook
Open the Boston House Price Prediction.ipynb notebook in Jupyter.
Run the notebook cells to load the dataset, perform data preprocessing, train the Lasso Regression model, and evaluate its performance.
The notebook provides a step-by-step guide to predict house prices in Boston using Lasso Regression. The analysis includes the following tasks:
After training the model and evaluating its performance, you will gain insights into how well the Lasso Regression model predicts house prices based on the given input features. The notebook includes performance metrics and visualizations to assess the accuracy of the model. Feel free to refer to the notebook for detailed results and interpretations.
You can customize the analysis to suit your specific requirements. For example, you can experiment with different feature engineering techniques, try different regression algorithms, or incorporate additional features from the dataset to improve the model's accuracy.
This project is licensed under the MIT License. See the LICENSE file for more information.
Contributions are welcome! If you find any issues or have suggestions for improvements, please open an issue or submit a pull request.