给出了一种基于直觉模糊集的实值有效测度,讨论了其相关性质;结合有效测度,讨论了直觉模糊集合上的Choquet积分及其性质,从而拓广了非可加测度和积分理论.
This paper introduces the concept of real-valued efficiency measure based on intuitionistic fuzzy sets,and discusses its relative properties. Based on the proposed efficiency measure, the Choquet in- tegral defined on intuitionistic fuzzy sets was studied, and its properties were given. The theory of non-ad- ditive measure and integral was generalized.