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Statistical theory / Computational statistics / Neural networks / Computational neuroscience / Support vector machine / Stochastic gradient descent / Perceptron / Loss function / Robust statistics / Statistics / Machine learning / Econometrics


Online Learning with Kernels Jyrki Kivinen Alex J. Smola Robert C. Williamson Research School of Information Sciences and Engineering
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Document Date: 2005-03-22 08:39:23


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City

Cambridge / /

Company

Neural Information Processing Systems / MIT Press / Acknowledgments A.S. / Neural Processing Systems / Regularization Networks / /

Country

Jordan / /

Facility

Engineering Australian National University / Stanford University / /

IndustryTerm

th on-line hypothesis / kernel-perceptron algorithm / online and time-varying problems / on-line hypothesis / online settings / relaxed online maximum margin algorithm / online learning / approximate maximal margin classification algorithm / update algorithms / trivial solutions / dot product / Online novelty detection / on-line algorithm / incremental update algorithms / online kernel-based algorithms / signal processing / online setting / online situation / online methods / gradient descent algorithms / vector algorithms / /

Organization

Kernels Jyrki Kivinen Alex J. Smola Robert C. Williamson Research School of Information Sciences / Federal Government / MIT / Stanford University / Australian National University Canberra / /

Person

Thomas G. Dietterich / Volker Tresp / Ralf Herbrich / Alex J. Smola Robert / Paul Wankadia / Robert C. Williamson / Thore Graepel / /

ProgrammingLanguage

MATLAB / /

ProvinceOrState

Massachusetts / /

SportsLeague

Stanford University / /

Technology

vector algorithms / online kernel-based algorithms / approximate maximal margin classification algorithm / kernel-perceptron algorithm / SVM algorithms / on-line algorithm / training algorithm / incremental update algorithms / gradient descent algorithms / machine learning / SV algorithms / relaxed online maximum margin algorithm / /

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