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Regression analysis / Stochastic optimization / Operations research / Digital signal processing / Filter theory / Stochastic gradient descent / ADALINE / Mathematical optimization / Least mean squares filter / Numerical analysis / Statistics / Mathematics


Constrained Stochastic Gradient Descent for Large-scale Least Squares Problem Yang Mu University of Massachusetts Boston 100 Morrissey Boulevard
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Document Date: 2013-06-25 22:09:13


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Boston / New York / Chicago / /

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John Wiley and Sons Ltd / SIAM Journal / Neural Information Processing Systems / John Wiley and Sons Inc / /

Country

United States / Australia / /

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pence / USD / /

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Facility

Wei Ding University of Massachusetts Boston / Large-scale Least Squares Problem Yang Mu University of Massachusetts Boston / Dacheng Tao University of Technology Sydney / Australia University of Technology Sydney / /

IndustryTerm

recursive algorithms / Large scale online learning / Sparse online learning / regret algorithms / online gradient descent / stochastic approximation algorithms / constrained based stochastic gradient descent solution / online learning / stochastic gradient descent algorithms / online optimization / data mining / online algorithms / search space / stochastic search / stochastic gradient algorithms / sufficiently good solution / /

Organization

North Atlantic Treaty Organization / Large-scale Least Squares Problem Yang Mu University of Massachusetts Boston / American Mathematical Society / MIT / Australia University of Technology Sydney / Dacheng Tao University of Technology Sydney / Wei Ding University of Massachusetts Boston / /

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Adaline misclassified / /

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Position

Parameter learning General / Bishop / rt / /

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Illinois / /

PublishedMedium

Machine Learning / IEEE Transactions on Information Theory / Journal of Machine Learning Research / The Journal of Machine Learning Research / /

Technology

stochastic gradient algorithms / 2.1 CSGD algorithm / stochastic gradient descent algorithms / data mining / stochastic approximation algorithms / machine learning / Logarithmic regret algorithms / /

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