General minimax theorem and critical points for multivalued maps
Abstract
The classical asymmetric minimax theorem for the class of continuous mappings of sets of two players’ strategies is generalized on the class of multiciphered semicontinuous on the top mappings with compact images. The generalized minimax theorem is applied to prove theorems about existence and properties of multiciphered mappings critical points in topologic spaces.Downloads
Issue
Section
Methods of optimization, optimum control and theory of games