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Minimax Theorems for Vector-Valued Mappings On G-convex Space

Xianqiang Luo

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Abstract

By introducing the section lemma and the concept of quasiconvexity for vector-valued mappings on G-convex space, we establish some vector minimax inequalities that generalizes some main results of G. Y. Chen, Li and Wang.

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What this paper is about

By introducing the section lemma and the concept of quasiconvexity for vector-valued mappings on G-convex space, we establish some vector minimax inequalities that generalizes some main results of G. Y. Chen, Li and Wang.

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Available abstract

By introducing the section lemma and the concept of quasiconvexity for vector-valued mappings on G-convex space, we establish some vector minimax inequalities that generalizes some main results of G. Y. Chen, Li and Wang.

Key concepts: Lemma (botany), Mathematics, Minimax, Regular polygon, Chen, Normed vector space, Space (punctuation), Section (typography)

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