Title of article
EXPLICIT PARALLEL RESOLVENT METHODS FOR SYSTEM OF GENERAL VARIATIONAL INCLUSIONS
Author/Authors
HUANG, Z.Y. Nanjing University - Department of Mathematics, China , NOOR, M.A. COMSATS Institute of Information Technology - Mathematics Department, Pakistan
From page
159
To page
168
Abstract
In this paper, we introduce and consider a new system of extended general variational inclusions involving eight different operators. Using the resolvent operator techniques, we show that the new system of extended general variational inclusions is equivalent to the fixed point problem. We prove the strong convergence of some new explicit iterative parallel algorithms using resolvent methods under certain conditions. Our results improve and extend the recent results by Noor and Noor [11].
Keywords
systems of general variational inclusions , explicit iteration algorithms , strong convergence , Hilbert spaces
Journal title
TWMS Journal of Pure and Applied Mathematics
Journal title
TWMS Journal of Pure and Applied Mathematics
Record number
2527713
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