摘要
在给定的K-拟可加模糊测度空间上,针对广义Sugeno模糊积分,应用拟加算子和拟乘算子的运算性质研究了这种模糊积分的几个新的运算,从而获得了广义Sugeno模糊积分一些新的性质,这为进一步丰富和发展广义Sugeno模糊积分理论奠定了基础。
In K-quasi-additive fuzzy measure spaces, some new operations of generalized Sugeno fuzzy integral were studied by applying the operating properties of quasi-addition operator and quasi-multiplication operator.Accordingly, some new natures about generalized Sugeno fuzzy integral were obtained, by which a theoretical basis is provided for the further research of this integral.
出处
《辽东学院学报（自然科学版）》
CAS
2009年第1期40-43,共4页
Journal of Eastern Liaoning University:Natural Science Edition
关键词
诱导算子
拟加法
拟乘法
K-拟可加模糊测度
广义Sugeno模糊积分
inductive operator
quasi-addition
quasi-multiplication
K-quasi-additive fuzzy measure
generalized Sugeno fuzzy integral
