Horseshoe priors

#artificialintelligence 

Regularization is a fascinating topic, that puzzles me for a long time. First introduced in a machine learning course as a given, it always raised a question why it works. Then I started uncover a connection of regularization to the statistical properties of the underlying model. Indeed, if we consider linear regression model, it is easy to show, that L2 regularization is equivalent to adding Gaussian noise to the input. In fact, the latter is preferred if we consider feature interactions (or we have to use a non-trivial Tikhonov Matrix, e.g.

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