模糊Choquet-可积函数空间的凸锥结构  

Convex Cone Structure of Fuzzy Choquet-integrable Functions Spaces

作　　者：李艳红[1] 

机构地区：[1]辽东学院师范学院数学系,辽宁丹东118000

出　　处：《模糊系统与数学》2008年第6期121-123,共3页Fuzzy Systems and Mathematics

摘　　要：在一般有限模糊测度空间上研究了非负模糊Choquet-可积函数的模糊测度表示,进而获得了非负模糊Choquet-可积函数空间和一般模糊Choquet-可积函数空间构成凸锥的充要条件。On general finite fuzzy measure spaces, the expression of the fuzzy measure for non-negative fuzzy Choquet-integrable functions is studied, and a necessary and sufficient condition of non-negative fuzzy Choquet-integrable function spaces and general fuzzy Choquet-integrable functions space to constitute the convex cones is further obtained.

关 键 词：模糊Choquet积分 凸锥 双零可加 

分 类 号：O159[理学—数学]