1) complex fuzzy integral
复Fuzzy积分
2) Fuzzy complex-valued integrals
Fuzzy复值积分
3) fuzzy integral
Fuzzy积分
1.
Discussion on introducing Fuzzy integral evaluation system in teaching quality of physical educaion courses in general colleges and universities;
高校体育课程教学质量引入Fuzzy积分评估系统的探讨
2.
Discussing the common evaluation models and the structure of fuzzy integral,we point out the association between fuzzy synthetic evaluation and pan-integral of which the convergence theorem can play well a basic role in association.
通过对常见的评判模型的讨论以及对Fuzzy积分结构的探讨,指出了泛积分与Fuzzy综合评判之间的联系,而泛积分在一定条件下的收敛定理为此打下了良好的基础。
3.
Based on actual situation in Songshan District, combining with characteristics of measures of prevention and combat, by use of comprehensive judgment model with Fuzzy integral, the method of raking tree artificially to preventing and combating Dendrolimus can be utilized intensively because of its low cost and less influence by climate and forest land.
本文根据松山区实际情况 ,综合各防治措施特征 ,应用 Fuzzy积分构造的综合评判模型 ,选择了人工搂树盘防治松毛虫危害措施 ,相对比成本低、可操作性强 ,气象、林地条件等障碍因素少 ,被广泛应
4) fuzzy pan-integral
Fuzzy泛积分
1.
Based on the concepts of pan-integral defined in fuzzy measure space and fuzzy pan-integral on fuzzy sets, the transformation theorems are set up.
基于Fuzzy测度空间上的泛积分和定义在Fuzzy集合上的泛积分概念,建立了Fuzzy泛积分转化定理,它揭示了Fuzzy集合上Fuzzy泛积分与经典集合上泛积分之间的关系,使得Fuzzy集合上的Fuzzy泛积分问题可以转化到经典集合上去讨论,从而可以很容易地证明,定义在经典集合上的泛积分的许多相关结论在Fuzzy泛积分中仍然成立·转化定理Ⅰ建立了从一般的Fuzzy泛空间到经典Fuzzy泛空间的转化定理;转化定理Ⅱ建立了从一般的Fuzzy泛空间到正实数集中Borel集引出的Fuzzy泛空间的转化定理
5) L-fuzzy integration
L-Fuzzy积分
6) generalized fuzzy integral
广义Fuzzy积分
1.
In the paper,a generalized fuzzy integral of nonnegative fuzzy valued function is defined according the theory of reference,and its various kinds of properties and convergence theorem are presented.
本文根据 [1]理论建立了非负Fuzzy值函数的广义Fuzzy积分 ,并给出了该种Fuzzy值广义Fuzzy积分的各种性质和单调收敛定理 ,这些结果是单值广义Fuzzy积分相应结果的有效拓广。
补充资料：几复寄槟榔且答诗劝予同种复次韵寄之
【诗文】：
少来不食蚁丘浆，老去得意漆园方。
监中已失儿时面，忍能乞与兵作郎。
【注释】：
【出处】：
少来不食蚁丘浆，老去得意漆园方。
监中已失儿时面，忍能乞与兵作郎。
【注释】：
【出处】：
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条