Vladislav Iosifovich Zhukovskii V. I. Khukovsky Zhukovskiy I. Zhukovskiy
A major step in differential games is determining an explicit form of the strategies of players who follow a certain optimality principle. To do this, the associated modification of Bellman dynamic programming problems has to be solved; for some differential games this could be Lyapunov functions whose "arsenal" has been supplied by stability theory. This approach, which combines dynamic programming and the Lyapunov function method, leads to coefficient criteria, or ratios of the game math model parameters with which optimal strategies of the players not only exist but their analytical form...
A major step in differential games is determining an explicit form of the strategies of players who follow a certain optimality principle. To do this,...
