1) sub-content of fuzzy matrix
Fuzzy矩阵的亚容度
1.
The method of calculation on sub-content of fuzzy matrix is given with the help of equation type Ⅲ of fuzzy matrix,and the simple and practical method of distinguishing whether the sub-content is 1 or not is also proposed.
提供了借助于Fuzzy矩阵的Ⅲ型方程来计算Fuzzy矩阵的亚容度的方法 ,并给出简单易行的Fuzzy矩阵的亚容度为 1的判别方
2) the capacity to fuzzy matrix
Fuzzy矩阵的容度
3) sub-realizable fuzzy matrix
亚可实现Fuzzy矩阵
1.
An algorithm calculating ω(A) for a given n×n sub-realizable fuzzy matrix A is presented and a n×ω(A) fuzzy matrix B is obtained such that A=B⊙BST within 1n2+2n2+…+n2 steps.
给出一种[ω(A)]n2步内找到Fuzzy矩阵B∈Ln×ω(A),使A=B⊙BST成立,从而计算出给定亚可实现Fuzzy矩阵A的亚容度ω(A)的算法。
4) Fuzzy matrix enlarging-product
Fuzzy矩阵的扩积
5) fuzzy sub transposed matrix
Fuzzy矩阵的次转置
6) resolve into sub-realization of fuzzy matrix
Fuzzy矩阵亚可实现分解
补充资料：容度积
分子式：
CAS号：
性质：难溶电解质饱和溶液中，其离子浓度的幂乘积。由于在极稀的溶液中浓度近似等于活度，所以溶度积近似地等于活度积，即溶度积近似等于Ksp。
CAS号：
性质：难溶电解质饱和溶液中，其离子浓度的幂乘积。由于在极稀的溶液中浓度近似等于活度，所以溶度积近似地等于活度积，即溶度积近似等于Ksp。
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