3
votes
Should interactions also be scaled in LASSO/Ridge, or just constituent covariates?
Scaling is the bugaboo of penalized regression. As exemplified in multiple examples here a Bayesian approach provides an intuitive way out by providing prior distributions for differences in ...
3
votes
Accepted
Lasso and cross validation: model selection
Your statement near the end that you "know Lasso does not use p value" is a key thing. Since you have decided to go with Lasso and cross validation (good for you!) why would you go back to ...
1
vote
Accepted
How to eliminate variables from regression models due to collinearity and multicollinearity (linear, Poisson, and negative binomial)
I think that I should eliminate my variables because there are some high values of correlation (0.6 to 0.8) between the two variables in my model. I have read documents that this would affect the ...
Only top scored, non community-wiki answers of a minimum length are eligible
Related Tags
lasso × 1500regression × 482
regularization × 359
ridge-regression × 270
r × 223
feature-selection × 195
machine-learning × 179
glmnet × 171
elastic-net × 117
logistic × 103
cross-validation × 98
multiple-regression × 63
optimization × 63
model-selection × 52
predictive-models × 47
least-squares × 46
python × 43
scikit-learn × 42
regression-coefficients × 39
generalized-linear-model × 36
lars × 35
high-dimensional × 34
linear-model × 32
sparse × 32
bayesian × 31