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A non-smooth version of Minty variational principle
Abstract:The aim of this article is to study the relationship between generalized Minty vector variational inequalities and non-smooth vector optimization problems. Under pseudoconvexity or pseudomonotonicity, we establish the relationship between an efficient solution of a non-smooth vector optimization problem and a generalized Minty vector variational inequality. This offers a non-smooth version of existing Minty variational principle.
Keywords:generalized Minty vector variational inequalities  vector optimization problems  pseudoconvexity  pseudomonotonicity
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