Regularization in Machine Learning: Mastering Ridge, Lasso, and Elastic Net
Last Updated on September 27, 2024 by Editorial Team
Author(s): Souradip Pal
Originally published on Towards AI.
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The story of regularization starts with a simple yet crucial problem that haunts many machine learning models: overfitting. Picture this β youβve built a model that fits your training data perfectly, predicting every data point like a seasoned expert. But the moment you feed it unseen data, it starts to falter, making wild predictions that leave you scratching your head.
This is where regularization steps in like a savior. Itβs a strategy to simplify your model, reduce overfitting, and ensure it generalizes well. Letβs dive into what regularization really is, the popular methods β Ridge, Lasso, and Elastic Net β and how these tools can help us strike the right balance between fitting and generalizing.
Regularization is a set of techniques used to prevent a model from being too complex, ensuring it doesnβt βover-learnβ the training data. In simpler terms, it penalizes extreme parameter values, nudging the model toward simplicity.
At the heart of it, regularization introduces a penalty term to the loss function β the function the model tries to minimize during training. While a typical loss function might aim to reduce the difference between predictions and actual outcomes, regularization adds… Read the full blog for free on Medium.
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Published via Towards AI