Methods for building in invariant sets in linear differential games of deduction
Abstract
The constructive methods for building minimal and maximal invariant sets in the discrete case are described. The aim of the chasing player is to keep the trajectory of dynamic system in this set from any point within the acquired set. The aim of the escaping player is contrary. The given example shows the importance of different conditions of "a complete sweeping", superimposing on the players' control.Downloads
Issue
Section
Methods of optimization, optimum control and theory of games