Kernel methods for statistical learning
Article REF: TE5255 V1

Kernel methods for statistical learning

Author : Stéphane CANU

Publication date: February 10, 2007 | Lire en français

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Overview

ABSTRACT

Kernel methods are a class of algorithms for extracting information from data in a non-parametric framework. The interest generated by these methods is due to the excellent performances they have yielded, especially on large scale problems. These performances are the result of parsimonious solutions and the low complexity of its calculation. The value of kernel methods lies in their flexible and rigorous character, an approach that has great potential. This article presents kernel methods focusing on the most popular element, the support vector machine (SVM)

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AUTHOR

  • Stéphane CANU: University Professor - Director of LITIS, INSA Rouen

 INTRODUCTION

Kernel machines are a class of algorithms for extracting information from data in a non-parametric framework. The interest aroused by these methods stems first and foremost from their excellent performance, particularly on large-scale problems. This good resistance to load is due to the parsimony of the solution and the low complexity of its computation. The interest of kernel machines also lies in their flexibility and rigor, an approach that holds great potential. This dossier aims to introduce kernel machines by focusing on the most popular one, the wide margin separator (SVM), taking stock of the various facets of its use. Emphasis is placed on the practical considerations involved in implementing this type of method.

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