Pseudo-autocontinuity and Heredity of Generalized Fuzzy Number-valued Choquet Integrals
广义模糊数值Choquet积分的伪自连续及其遗传性

In this paper, on the generalized fuzzy measure space, for the given generalized fuzzy number-valued Choquet integrals, we regard wholly this kind of integrals as a set function taking the value of fuzzy numbers on the measurable spaces, and study some of its heredity kept by this kind of fuzzy number-valued integrals when the fuzzy measure satisfies pseudo-autocontinuity and pseudo-uniform autocontinuity.