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APPROXIMATE LEAVE-ONE-OUT ERROR ESTIMATION FOR LEARNING WITH SMOOTH, STRICTLY CONVEX MARGIN LOSS FUNCTIONS Christopher P. Diehl Applied Physics Laboratory
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Document Date: 2009-11-03 23:17:20


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City

Laurel / Cambridge / /

Company

Neural Information Processing Systems / Neural Networks / MIT Press / Johns Hopkins University Press / Computer Sciences / /

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Facility

Diehl Applied Physics Laboratory Johns Hopkins University / University of California / /

IndustryTerm

important statistical tool / sparse solutions / descent algorithm / large margin learning algorithms / active selection algorithms / computing / import vector machine algorithm / large margin algorithms / learning algorithm / learning algorithms / /

Organization

The Johns Hopkins University / MIT / Johns Hopkins University / University of California / Irvine / /

Person

Addison Wesley / Morgan Kaufman / Approach By deļ¬nition / Morgan Kaufmann / /

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Position

ERROR ESTIMATION General / /

ProgrammingLanguage

C / /

ProvinceOrState

Maryland / California / /

PublishedMedium

Machine Learning / /

Technology

learning algorithm / soft margin SVM algorithm / Newton descent algorithm / active selection algorithms / SVM algorithm / large margin learning algorithms / RSVM algorithms / Data Mining / machine learning / RSVM algorithm / import vector machine algorithm / large margin algorithms / accomplished using a standard Newton descent algorithm / /

URL

http /

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