cocycle matroid

 
  • 余圈拟阵

cocycle matroid的用法和样例:

例句

  1. Moreover, based on these, some relations between matroid and antimatroid are discussed here.
    在此基础上,讨论了拟阵与反反拟阵之间的一些关系。
  2. Graph theory and matroid theory have witnessed an unprecedented growth in the twentieth century.
    图论和拟阵理论在二十世纪经历了空前的发展。
  3. It is proved that a central essential arrangement is irreducible if, and only if, the matroid is connected.
    对超平面中心构形 构造了拟阵 ,在超平面构形和拟阵之间建立了对应关系。
  4. By generalizing the idea of crisp matroid sums to fuzzy matroid, the fuzzy matroid sum is defined.
    通过将传统拟阵理论中和的概念推广到模糊拟阵,给出了模糊拟阵的和的定义。
  5. Number1covert to find the minimum matching matroid of bipartite graph,and number2to search for one matching of permeating musters through bipartite graph.
    第一个问题转化为求二部图最小匹配数,第二个问题转化为求二部图中渗透集合每个点的一个匹配。

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