MIXED VECTOR F-IMPLICIT COMPLEMENTARITY PROBLEMS AND CORRESPONDING VECTOR VARIATIONAL INEQUALITY PROBLEMS

Byung-Soo Lee

doi:10.5831/hmj.2007.29.3.455

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MIXED VECTOR F-IMPLICIT COMPLEMENTARITY PROBLEMS AND CORRESPONDING VECTOR VARIATIONAL INEQUALITY PROBLEMS

Byung-Soo Lee

Year: 2007 Journal: Honam Mathematical Journal Vol: 29 (3)Pages: 455-464

DOI: 10.5831/hmj.2007.29.3.455

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Abstract

We consider existence theorems for a new class of mixed vector F-implicit complementarity problems and the corresponding mixed vector F-implicit variational inequality problems.

Keywords:

Complementarity (molecular biology) Complementarity theory Variational inequality Mixed complementarity problem Mathematics Inequality Vector (molecular biology) Applied mathematics Mathematical economics Mathematical optimization Pure mathematics Mathematical analysis Physics Biology

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Optimization and Variational Analysis

Physical Sciences → Computer Science → Computational Theory and Mathematics

Contact Mechanics and Variational Inequalities

Physical Sciences → Computer Science → Computational Theory and Mathematics

Topology Optimization in Engineering

Physical Sciences → Engineering → Civil and Structural Engineering

MIXED VECTOR F-IMPLICIT COMPLEMENTARITY PROBLEMS AND CORRESPONDING VECTOR VARIATIONAL INEQUALITY PROBLEMS

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