提出一种利用求传递闭包来构造直觉模糊等价矩阵的方法,证明了直觉模糊相似矩阵定理及传递闭包定理。
An approach to formation of IF equivalent matrixes by finding the transitive closure is presented with the proof of theorems of transitive closure and resembling matrix.
本文首先给出了网络最大路的概念,并把其归结为求模糊矩阵的传递闭包。
We first define the maximum road in the net and indicate that its strong is equal to the element of the transitive closure of a fuzzy matrix.
建立了服装舒适性的模糊评价数学模型,得到了模糊关系矩阵,并采用传递闭包法计算出相似矩阵。
Set up the mathematical model of clothing comfortability in fuzzy evaluation, and then get the fuzzy relationship matrix.
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