Convergence analysis of parallel \(S\)-iteration process for system of generalized variational inequalities (Q1674084)
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scientific article; zbMATH DE number 6802005
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Convergence analysis of parallel \(S\)-iteration process for system of generalized variational inequalities |
scientific article; zbMATH DE number 6802005 |
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Convergence analysis of parallel \(S\)-iteration process for system of generalized variational inequalities (English)
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1 November 2017
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Summary: We consider a new System of Generalized Variational Inequalities (SGVI) defined on two closed convex subsets of a real Hilbert space. To find the solution of considered SGVI, a parallel Mann iteration process and a parallel \(S\)-iteration process have been proposed and the strong convergence of the sequences generated by these parallel iteration processes is discussed. Numerical example illustrates that the proposed parallel \(S\)-iteration process has an advantage over parallel Mann iteration process in computing altering points of some mappings.
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generalized variational inequalities
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parallel \(S\)-iteration process
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0.9314705
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0.9283758
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0.9048265
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0.9023292
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0.90087813
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