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1)  Basic Graph of Quasi-Fuzzy Graph Matriod
准模糊图拟阵基图
2)  quasi fuzzy graph matriods
准模糊图拟阵
3)  fuzzy graphic matroids
模糊图拟阵
1.
On the basis of a careful discussion of the fuzzy inomorphic properties,we generalize fuzzy cycle matroids to define fuzzy graphic matroids; At last, with the help of a good-cycle concept of fuzzy cycle matroids,a necessary and sufficient condition for a fuzzy matrids to be a fuzzy graphic matroids is given.
首先从模糊图构造模糊圈拟阵并讨论了其性质;然后,定义模糊拟阵的模糊同构概念,在讨论模糊同构的性质的基础上,推广模糊圈拟阵并定义了模糊图拟阵;最后,利用模糊圈拟阵的“圈好”性概念,给出了一个模糊拟阵是模糊图拟阵的充要条件。
4)  Fuzzy Pre-matroid
准模糊拟阵
5)  matroid base graph
拟阵基图
1.
In this paper, we study the Hamiltonian properties of matroid base graphs, it is shown that the base graph of a matroid with at least three bases is either P 3 Hamilton connected, or isomorphic to W 5, a wheel on 5 vertices.
研究了拟阵基图的性质 ,证明了至少有三个顶点的拟阵基图是P3 Hamilton连通的 ,除非它同构于轮形图W5 。
2.
Studied the 1 Hamiltonian property of matroid base graphs,showned that the base graph is either 1 Hamilton connected,or a hypercube,or isomorphic to one of K 2×K 3 and W 5 ,a wheel on 5 vertices.
研究了拟阵基图的1Hamilton 性质,证明了基图或者是1Hamilton 连通的,或者是一个超方体,或者与K2 ×K3 和5 轮W5 中之一同构。
6)  blurred image simulation
模糊图像模拟
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