Translations:Overfitting and Regularization/15/en: Difference between revisions

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    L2 regularization is equivalent to placing a Gaussian prior on the weights from a Bayesian perspective. It encourages small, distributed weights and discourages any single weight from becoming excessively large.
    {{Term|weight decay|L2 regularization}} is equivalent to placing a Gaussian prior on the weights from a Bayesian perspective. It encourages small, distributed weights and discourages any single weight from becoming excessively large.

    Revision as of 19:42, 27 April 2026

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    Message definition (Overfitting and Regularization)
    {{Term|weight decay|L2 regularization}} is equivalent to placing a Gaussian prior on the weights from a Bayesian perspective. It encourages small, distributed weights and discourages any single weight from becoming excessively large.

    L2 regularization is equivalent to placing a Gaussian prior on the weights from a Bayesian perspective. It encourages small, distributed weights and discourages any single weight from becoming excessively large.