Oleksij C. Non-stationary processes of control under conditions of uncertainty

Various schemes of the method of resolving functions are developed to solve the quasilinear non-stationary game problem of pursuit. On their basis, sufficient conditions for the game termination in a finite time are obtained, in the classes of quasi- and stroboskopic strategies. The research was also made into the conflict-controlled processes with terminal functional and various forms of Pontryagin's condition, in particular, Zonnevend's condition. Application of the developed technique to the group pursuit problems and the problems with state - constrained. The technicue of resolving functions is applied to examine the differential games under possible failure of controlled devices