Sufficient conditions to compute any solution of a quasivariational inequality via a variational inequality (Q522085)
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scientific article; zbMATH DE number 6705657
| Language | Label | Description | Also known as |
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| English | Sufficient conditions to compute any solution of a quasivariational inequality via a variational inequality |
scientific article; zbMATH DE number 6705657 |
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Sufficient conditions to compute any solution of a quasivariational inequality via a variational inequality (English)
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13 April 2017
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The main purpose of the present paper is to describe a subclass of generalized Nash Equilibrium Problems (NEPs) for which it is possible to obtain a full characterization of the solutions of a suitable problem as solutions of some variational inequalities. The authors establish some sufficient conditions for a generalized Nash equilibrium problem to be variational. The authors also define the concept of pseudo-NEP generalized Nash equilibrium problem and show that this property can be reached even if the considered generalized Nash equilibrium problem does not satisfy any convexity assumptions.
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quasivariational inequality
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generalized Nash equilibrium problem
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reproducible set-valued map
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quasiconvexity
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0.90594244
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