A generalized section theorem and a minimax inequality for a vector-valued of mapping

A generalized section theorem and a minimax inequality for a vector-valued of mapping

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Article ID: iaor1992722
Country: Germany
Volume: 22
Start Page Number: 745
End Page Number: 754
Publication Date: Aug 1991
Journal: Optimization
Authors:
Abstract:

A generalized Fan’s section theorem has proposed by replacing convexity assumptions with merely topological properties. A generalized reformulation of Browder’s fixed point theorem has derived. The minimax inequalities for vector-valued mapping in an ordered Banach space have established without the convexity and with convexity, respectively.

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