Why Changing a Regression Model Changes the Projection
📰 Medium · Data Science
Learn how changing a regression model affects the projection and fit of the data, and understand the geometric interpretation of linear regression
Action Steps
- Compare different least-squares models to understand how changing the model affects the subspace and fit
- Visualize the geometric interpretation of linear regression to understand the relationship between the model and the data
- Apply the concepts to real-world data to see how changing the model affects the projection and fit
- Evaluate the performance of different models using metrics such as mean squared error or R-squared
- Refine the model by iterating on the process and selecting the best model for the specific problem
Who Needs to Know This
Data scientists and analysts can benefit from this article to improve their understanding of regression models and their applications, and to effectively communicate with team members and stakeholders
Key Insight
💡 Changing a regression model changes the subspace and therefore changes the fit, highlighting the importance of model selection and evaluation
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Did you know that changing a regression model changes the projection? Learn how to visualize and understand the geometric interpretation of linear regression #datascience #regression
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