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Fixed Point Theory and Applications

, 2013:299

Variational Analysis and Fixed Point Theory

Abstract

The purpose of this paper is to deal with the problem of finding hierarchically acommon fixed point of a sequence of nearly nonexpansive self-mappings defined ona closed convex subset of a real Hilbert space which is also a solution of someparticular variational inequality problem. We introduce two explicit iterativeschemes and establish strong convergence results for sequences generatediteratively by the explicit schemes under suitable conditions. Our strongconvergence results include the previous results as special cases, and can beviewed as an improvement and refinement of several corresponding known resultsfor hierarchical variational inequality problems.

MSC: 47J20, 49J40.

Keywordshierarchical variational inequality metric projection mapping nonexpansive mapping sequence of nearly nonexpansive mappings  Download fulltext PDF



Autor: DR Sahu - Shin Min Kang - Vidya Sagar

Fuente: https://link.springer.com/







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