在一般模糊测度空间上,针对给出的广义模糊值Choquet积分,将这种积分整体看成可测空间上取值于模糊数的集函数,进而研究了当模糊测度满足强序连续、伪S性时,这种模糊值Choquet积分所保持的遗传性质。
In general fuzzy measure spaces, aimed at giving generalized fuzzy valued Choquet integrals, these kind of integrals were completely regarded as a set function taken fuzzy numbers in measurable spaces. Then, when the fuzzy measure satisfied the strongly order continuity and pseudo-S-property, the heredity of the fuzzy valued Choquet integrals was researched.