Generalized vector implicit complementarity problems with corresponding variational inequality problems
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Some Vector Implicit Complementarity Problems with Corresponding Variational Inequality Problems
Some existence theorems of solutions of a new class of generalized vector F-implicit complementarity problems with the corresponding generalized vector F-implicit variational inequality problems were established.
SOME VECTOR IMPLICIT COMPLEMENTARITY PROBLEMS WITH CORRESPONDING VARIATIONAL INEQUALITY PROBLEMS
Galerkin Methods for Complementarity Problems and Variational Inequalities
Complementarity problems and variational inequalities arise in a wide variety of areas, including machine learning, planning, game theory, and physical simulation. In all of these areas, to handle large-scale problem instances, we need fast approximate solution methods. One promi
Generalized Vector Complementarity Problems With Corresponding Vector Variational Inequality Problems
In this paper, We introduce a new class of generalized vector complementarity problems and the corresponding generalized vector variational inequality problems which include many known complementarity problems and the corresponding vector variational inequality problems as specia
Generalized vector implicit quasi complementarity problems
In this paper, we introduce and study a generalized class of vector implicit quasi complementarity problem and the corresponding vector implicit quasi variational inequality problem. By using Fan-KKM theorem, we derive existence of solutions of generalized vector implicit quasi v
Generalized Vector Implicit Variational Inequality Problem with Application to Best Approximation
We apply the KKM technique to study generalized vector implicit variational inequality problem. Our results generalize the works of Huang and Li [8], Li and Huang [11], and represent variant of result of Lee and Farajzadeh [10]. We also obtain a version of best approximations the