In this article, we study the two-on-one inertial model pursuit-evasion differential game with a payoff augmentation approach. In particular, the pursuit-evasion game is treated as a deadline game, and its payoff function is augmented to eliminate the deadline as well as to facilitate a more sophisticate model. In addition, we introduce the retrogressive path for analytical solution to the equilibrium strategy for the closed-loop game, and proceed to demonstrate that the closed-loop game can be converted to a one-side optimization problem for the evader, with the help of the augmented payoff function, under an open-loop Stackelberg strategy. More specifically, we establish the conditional equivalency between the open-loop solution and the closed-loop one. Simulation results verify the effectiveness of the proposed strategy.
A Payoff Augmentation Approach to Two Pursuers and One Evader Inertial Model Differential Game
IEEE Transactions on Aerospace and Electronic Systems ; 59 , 2 ; 1371-1381
2023-04-01
2680688 byte
Article (Journal)
Electronic Resource
English
Two Pursuers and One Evader: Model Differential Game
British Library Conference Proceedings | 2015
|Pursuit-evasion of an Evader by Multiple Pursuers
IEEE | 2018
|