product of fuzzy matrices 模糊关系的乘积
fuzzy matrices equation 模糊矩阵方程
generalized fuzzy matrices 广义模糊矩阵
controllable fuzzy matrices 可控阵
generalized circulant fuzzy matrices 广义循环fuzzy矩阵
fuzzy regular matrices fuzzy正则矩阵
fuzzy judgment matrices 模糊判断矩阵
fuzzy judgement matrices 模糊判断矩阵
In 1998, S. Zhao gave the inverse of fuzzy matrices and the property.
1998年，S．Zhao给出模糊矩阵逆的定义和性质。
参考来源 - 实对称正定模糊矩阵的模糊特征值·2,447,543篇论文数据，部分数据来源于NoteExpress
Several new typical fuzzy matrices are given and studied in this paper.
本文给出了几种新的典型阵并对它们进行了较为深入地研究。
The consistency of complementary judgment matrices with fuzzy Numbers is studied.
研究带有模糊数的互补判断矩阵的一致性。
Then, the judgment matrices based on triangular fuzzy number are structured, each factor's combination weight is calculated.
然后构造出基于三角模糊数的判断矩阵，并计算出影响库房选择的各因素综合权重；
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