Approximation method with radial basis functions for TPBVP of differential games

The study of differential games has yielded a number of substantial results. However, numerical method for the saddle point strategy is still open question. In this paper, a new method with radial basis functions for the two-point boundary value problems of differential games is developed. Moreover, the method is applied to numerical examples to examine its appropriateness. Therefore, it is a useful way to solving the numerical solutions of saddle point strategy.