We take into account the general scheme of equilibrium problems proposed by Joly and Mosco [8] which encompasses several classical problems: Fixed points, complementarity problems, Nash solutions, variational and quasi variational inequalities and so on. Using Michael selection theorem and Brouwer fixed point theorem we get a theorem ensuring existence of equilibria. Particular interesting cases are analysed.
Existence results for a wide class of equilibrium problems: A general scheme
Castellani M.Membro del Collaboration Group
;Giuli M.Membro del Collaboration Group
;
2020-01-01
Abstract
We take into account the general scheme of equilibrium problems proposed by Joly and Mosco [8] which encompasses several classical problems: Fixed points, complementarity problems, Nash solutions, variational and quasi variational inequalities and so on. Using Michael selection theorem and Brouwer fixed point theorem we get a theorem ensuring existence of equilibria. Particular interesting cases are analysed.File in questo prodotto:
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