2013•Huadong Shifan Daxue xuebao. Ziran kexue banRequires access

Some minimax inequalities for vector valued mappings

Ruoyu Yang

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Abstract

By using a linear scalarization function and minimax equalities in scalar case,some types of minimax inequalities for vector-valued functions were established under natural quasi cone convex and properly quasi cone convex assumptions.An example was given to illustrate that the result is a generalization of the corresponding one in reference.

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By using a linear scalarization function and minimax equalities in scalar case,some types of minimax inequalities for vector-valued functions were established under natural quasi cone convex and properly quasi cone convex assumptions.An example was given to illustrate that the result is a generalization of the corresponding one in reference.

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Available abstract

By using a linear scalarization function and minimax equalities in scalar case,some types of minimax inequalities for vector-valued functions were established under natural quasi cone convex and properly quasi cone convex assumptions.An example was given to illustrate that the result is a generalization of the corresponding one in reference.

Key concepts: Minimax, Mathematics, Generalization, Cone (formal languages), Convex cone, Regular polygon, Scalar (mathematics), Convex function

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