These results are helpful to study other properties of fuzzy matroid.
这些结果有利于进一步研究模糊拟阵的其它性质。
Then we discuss eight properties of basis graph of quasi-fuzzy graph matroid.
并在此基础上论证了准模糊图拟阵基图的八条性质定理。
A method for determining whether a binary matroid is graphic is presented in this paper.
该文提出了判断二元拟阵是否图解的一种方法。
Fuzzy matroid is a new fuzzy system originated with the introduction of notion 'fuzzy' into the theory of matroid.
模糊拟阵是将“模糊”概念引入拟阵理论而开创的一种新的模糊系统。
In Section 5, we use the corank function of poset matroids to investigate the relationship between a poset matroid and its dual.
在第5节，我们用偏序集拟阵的余秩函数来研究偏序集拟阵与其对偶之间的关系。
Fuzzy matroids is a theory which is set up by introducing the notion "fuzzy" into theory of matroid, it has existed nearly 20 years old.
模糊拟阵是将“模糊”的概念引入到拟阵理论中而建立起来的理论，已有近20年的历史。
Fundamental sequence and induced matroid sequence are two fundamental conceptions of fuzzy matroid and play an important role in fuzzy matroid.
基本序列和导出拟阵序列是模糊拟阵的两个基本概念，在模糊拟阵中起着重要作用。
In this paper we discussed the matroid structure of threshold schemes. We presented the conditions for the existence of ideal multi -secret threshold schemes.
本文讨论了门限体制的拟阵结构，得到理想的多密门限体制存在的条件。
Matroid theory is an important part of combinatorial mathematics and discrete mathematics.
拟阵是组合数学和离散数学的重要组成部分。
Matroid theory is not an old branch with a long history in comparison with other mathematical branches.
与其他数学分支相比，拟阵理论并不是一个具有悠久历史的古老分支。
Matroid theory is not an old branch with a long history in comparison with other mathematical branches.
与其他数学分支相比，拟阵理论并不是一个具有悠久历史的古老分支。
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