Présentations dans un séminaire de recherche
Année
2024
ALQUIER, P. (2024). PAC-Bayes bounds: understanding the generalization of Bayesian learning algorithms. Dans: Stochastics Seminar, Department of Mathematics, NUS. Singapore.
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ALQUIER, P. (2024). PAC-Bayes bounds: understanding the generalization of Bayesian learning algorith
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"name" => "ALQUIER Pierre" "bid" => "B00809923" "slug" => "alquier-pierre" ] ] "ouvrage" => "Stochastics Seminar, Department of Mathematics, NUS" "keywords" => array:1 [
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"fr" => "" "en" => """ The PAC-Bayesian theory provides tools to understand the accuracy of Bayes-inspired algorithms that learn probability distributions on parameters. This theory was initially developed by McAllester about 20 years ago, and applied successfully\n
The PAC-Bayesian theory provides tools to understand the accuracy of Bayes-inspired algorithms that
to various machine learning algorithms in various problems. Recently, it led to tight generalization bounds for deep neural networks, a task that could not be achieved by standard "worst-case" generalization bounds such as Vapnik-Chervonenkis bounds. In this talk, I will provide a brief introduction to PAC-Bayes bounds, and explain the core ideas of the theory. I will also provide an overview of the recent research directions. In particular, I will highlight the application of PAC-Bayes bounds to derive minimax-optimal rates of convergence in classification and in regression, and the connection to mutual-information bounds.
to various machine learning algorithms in various problems. Recently, it led to tight generalization
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<span class="document-property-authors">ALQUIER Pierre</span><br><span class="document-property-auth
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