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Result on Variational Inequality Problem

Sarajevo Journal of Mathematics
The aim of this paper is to present an improved and extended version of the variational inequality problem of Vetrivel and Nanda [7] by using a weaker condition in the topological vector space and without using the result of Lassonde [3].   1991 Mathematics Subject Classification.
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Nonsmooth problems; variational inequalities

2012
Many problems in physics and in other applications cannot be formulated as equations but have some more complicated structure, usually of a so-called complementarity problem. From the abstract viewpoint, the equations are replaced by inclusions involving set-valued mappings.
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1 Inequalities in a Variational Problem

1967
Publisher Summary The frequent occurrence of optimization problems with bounded state and control variables has revived the interest in the old subject of inequalities in the calculus of variations. This chapter discusses the inequalities in the problem of Lagrange, illustrated by two examples.
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Variational inequality over the set of common solutions of a system of bilevel variational inequality problem with applications

Revista De La Real Academia De Ciencias Exactas, Fisicas Y Naturales - Serie A: Matematicas, 2022
Mohammad Eslamian
exaly  

Equilibrium Problems and Variational Inequalities

2006
We show that many equilibrium problems fulfill the common laws expressed by a set of conditions and that the equilibrium solution is obtained as a solution to a Variational Inequality. In particular we study the traffic equilibrium problem in the continuum case and we solve the problem to express this problem by means of a Variational Inequality.
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Variational problems and inequalities

1978
Dan Pascali, Silviu Sburlan
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Variational Inequality Problems with Applications

2023 2nd International Conference on Computational Modelling, Simulation and Optimization (ICCMSO), 2023
Anju Panwar, Pradeep Kumar
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