NIPS Proceedingsβ

Universal Consistency of Multi-Class Support Vector Classification

Part of: Advances in Neural Information Processing Systems 23 (NIPS 2010)

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Authors

Abstract

Steinwart was the first to prove universal consistency of support vector machine classification. His proof analyzed the ‘standard’ support vector machine classifier, which is restricted to binary classification problems. In contrast, recent analysis has resulted in the common belief that several extensions of SVM classification to more than two classes are inconsistent. Countering this belief, we proof the universal consistency of the multi-class support vector machine by Crammer and Singer. Our proof extends Steinwart’s techniques to the multi-class case.