Xianqiang Luo
Abstract
The concepts of cone-convexity and cone-proper quasiconvexity for vector-valued mappings on G-Convex space are introduced.A minimax theorem for vector-valned mappings on G-Convex spaces is obtained.
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The concepts of cone-convexity and cone-proper quasiconvexity for vector-valued mappings on G-Convex space are introduced.A minimax theorem for vector-valned mappings on G-Convex spaces is obtained.
Key concepts: Minimax theorem, Minimax, Mathematics, Regular polygon, Danskin's theorem, Locally convex topological vector space, Combinatorics, Pure mathematics