New existence results for the strong vector equilibrium problem are presented,relying on a well-known separation theorem in infinite-dimensional spaces. The main results are applied to strong cone saddle-points and strong vector variational inequalities providing new existence results, and furthermore they allow recovery of an earlier result from the literature.
Existence results for strong vector equilibrium problems and their applications
BIGI, GIANCARLO;
2012-01-01
Abstract
New existence results for the strong vector equilibrium problem are presented,relying on a well-known separation theorem in infinite-dimensional spaces. The main results are applied to strong cone saddle-points and strong vector variational inequalities providing new existence results, and furthermore they allow recovery of an earlier result from the literature.File in questo prodotto:
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