针对一类具有模糊结局偏好认知的两层冲突环境,建立了一个两层模糊递阶超对策模型。在决策者给定的置信水平λ下,基于模糊数截集以及模糊数之间的相对距离测度,将模糊递阶超对策模型清晰化,进而给出了模型λ递阶超纳什均衡的定义和具体的求解方法。最后,通过实例验证了该模型方法的有效性。
Aiming at the two-level conflict situation with fuzzy outcome preference perception, a two- level fuzzy hierarchical hypergame model(TLFHHM) is constructed. At the credibility level ,l speci- fied by a decision maker, the hierarchical hypergame model is clarified according to the re-lative dis- tance measure between the fuzzy numbers. Then, the definition and concrete solution of the A hierar- chical hyper Nash equilibrium for TLFHHM are given. Finally, a military example is used to verify the proposed method.