A variant form of Korpelevich's algorithm and its convergence analysis

Li-Jun Zhu; Minglun Ren; Weimin Han

doi:10.22436/jnsa.009.12.13

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A variant form of Korpelevich's algorithm and its convergence analysis

Journal article

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A variant form of Korpelevich's algorithm and its convergence analysis

Li-Jun Zhu, Minglun Ren and Weimin Han

The journal of nonlinear sciences and its applications, Vol.9(12), pp.6058-6066

01/01/2016

DOI: 10.22436/jnsa.009.12.13

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Abstract

A variant form of Korpelevich's algorithm is presented for solving the generalized variational inequality in Banach spaces. It is shown that the presented algorithm converges strongly to a special solution of the generalized variational inequality. (C) 2016 all rights reserved.

Mathematics

Physical Sciences

Mathematics, Applied

Science & Technology

Details

Title: Subtitle: A variant form of Korpelevich's algorithm and its convergence analysis
Creators: Li-Jun Zhu - Hefei University
Minglun Ren - Hefei University
Weimin Han - Univ Iowa, Dept Math, Iowa City, IA 52240 USA
Resource Type: Journal article
Publication Details: The journal of nonlinear sciences and its applications, Vol.9(12), pp.6058-6066
Publisher: INT SCIENTIFIC RESEARCH PUBLICATIONS
DOI: 10.22436/jnsa.009.12.13
ISSN: 2008-1898
eISSN: 2008-1901
Number of pages: 9
Grant note: 61362033; 71531008; 71271073 / NNSF of China
Language: English
Date published: 01/01/2016
Academic Unit: Mathematics
Record Identifier: 9984241153902771

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