THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM

10.1137/16M106090X

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Main Author:	PANG, CH JEFFREY
Other Authors:	MATHEMATICS
Format:	Article
Language:	English
Published:	SIAM PUBLICATIONS 2019
Subjects:	Science & Technology Physical Sciences Mathematics, Applied Mathematics alternating minimization Dykstra's algorithm best approximation problem CONVEX FEASIBILITY PROBLEMS NEAREST CORRELATION MATRIX ALTERNATING PROJECTIONS LEAST-SQUARES UNCONSTRAINED OPTIMIZATION ALGORITHM ACCELERATION CONVERGENCE DECOMPOSITION MINIMIZATION
Online Access:	https://scholarbank.nus.edu.sg/handle/10635/155084
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Institution:	National University of Singapore
Language:	English

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record_format	dspace
spelling	sg-nus-scholar.10635-1550842024-04-17T03:02:30Z THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM PANG, CH JEFFREY MATHEMATICS Science & Technology Physical Sciences Mathematics, Applied Mathematics alternating minimization Dykstra's algorithm best approximation problem CONVEX FEASIBILITY PROBLEMS NEAREST CORRELATION MATRIX ALTERNATING PROJECTIONS LEAST-SQUARES UNCONSTRAINED OPTIMIZATION ALGORITHM ACCELERATION CONVERGENCE DECOMPOSITION MINIMIZATION 10.1137/16M106090X SIAM JOURNAL ON OPTIMIZATION 26 4 2591-2619 2019-06-03T06:30:38Z 2019-06-03T06:30:38Z 2016-01-01 2019-06-03T04:35:49Z Article PANG, CH JEFFREY (2016-01-01). THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM. SIAM JOURNAL ON OPTIMIZATION 26 (4) : 2591-2619. ScholarBank@NUS Repository. https://doi.org/10.1137/16M106090X 10526234 10957189 https://scholarbank.nus.edu.sg/handle/10635/155084 en SIAM PUBLICATIONS Elements
institution	National University of Singapore
building	NUS Library
continent	Asia
country	Singapore Singapore
content_provider	NUS Library
collection	ScholarBank@NUS
language	English
topic	Science & Technology Physical Sciences Mathematics, Applied Mathematics alternating minimization Dykstra's algorithm best approximation problem CONVEX FEASIBILITY PROBLEMS NEAREST CORRELATION MATRIX ALTERNATING PROJECTIONS LEAST-SQUARES UNCONSTRAINED OPTIMIZATION ALGORITHM ACCELERATION CONVERGENCE DECOMPOSITION MINIMIZATION
spellingShingle	Science & Technology Physical Sciences Mathematics, Applied Mathematics alternating minimization Dykstra's algorithm best approximation problem CONVEX FEASIBILITY PROBLEMS NEAREST CORRELATION MATRIX ALTERNATING PROJECTIONS LEAST-SQUARES UNCONSTRAINED OPTIMIZATION ALGORITHM ACCELERATION CONVERGENCE DECOMPOSITION MINIMIZATION PANG, CH JEFFREY THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM
description	10.1137/16M106090X
author2	MATHEMATICS
author_facet	MATHEMATICS PANG, CH JEFFREY
format	Article
author	PANG, CH JEFFREY
author_sort	PANG, CH JEFFREY
title	THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM
title_short	THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM
title_full	THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM
title_fullStr	THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM
title_full_unstemmed	THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM
title_sort	supporting halfspace quadratic programming strategy for the dual of the best approximation problem
publisher	SIAM PUBLICATIONS
publishDate	2019
url	https://scholarbank.nus.edu.sg/handle/10635/155084
_version_	1800913613126369280

THE SUPPORTING HALFSPACE QUADRATIC PROGRAMMING STRATEGY FOR THE DUAL OF THE BEST APPROXIMATION PROBLEM

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