REGRESSION

Lasso Regression

L1 regularization for automatic feature selection using glmnet with 10-fold cross-validation to find optimal lambda.

What Makes This Useful

Automatic Feature Selection

Sets coefficients to exactly zero, reporting selected vs zeroed features with sparsity ratio.

Cross-Validated Lambda

10-fold CV with lambda.min selection, plus lambda.1se for conservative option.

Coefficient Paths

Visualize coefficient evolution across lambda values with CV error curves.

What You Need to Provide

Numeric features and target

Provide a dataset with a numeric target and array of features. Features are automatically scaled using scale() before fitting.

Uses glmnet with alpha=1 (pure Lasso), reports R², RMSE, MAE, selected features count, sparsity ratio, and generates comprehensive diagnostic plots including Q-Q plots and residual analysis.

Tabular Schema / features + target

Quick Specs

AlphaFixed at 1.0 (pure Lasso)
CV Folds10-fold cross-validation
LambdaCV-selected (lambda.min)
ScalingAutomatic standardization

How We Fit Lasso

From preprocessing to validated model

1

Scale Features

Standardize predictors using scale() to ensure equal penalty application.

2

Cross-Validate Lambda

10-fold CV with cv.glmnet to find optimal lambda.min and lambda.1se values.

3

Extract Results

Get coefficients, calculate metrics (R², RMSE, MAE), generate diagnostic plots.

Why This Analysis Matters

Achieve automatic feature selection with exact zero coefficients—reducing model complexity while maintaining predictive power.

The implementation uses glmnet with pure Lasso (alpha=1), provides both lambda.min and lambda.1se options, reports sparsity ratio showing percentage of features eliminated, and includes comprehensive diagnostics with coefficient paths, CV error curves, Q-Q plots, and residual analysis.

Note: Uses lambda.min by default. Features are always scaled. For grouped feature selection with correlated predictors, consider Elastic Net instead.

Ready to Fit Lasso?

Get sparse, validated models with clear insights

Read the article: Ridge vs Lasso