spanning subgraph

spanning subgraph是什么意思、spanning subgraph怎么读

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spanning subgraph 基本解释

网络  生成子图; 支撑子图; 子图

计算机

重点词汇

spanning subgraph 双语例句

  1. 1、 We call such a spanning subgraph T an economical spanning subgraph.
    我们称这样的生成子图T为廉价的生成子图。
  2. 2、 We consider three types of probability measures on Q, the set of subgraphs of G, which govern a random spanning tree, a random spanning forest, and a random connected subgraph respectively.
    本文研究图G的子图空间G上的三类概率测度,它们分别刻画图的随机扩张树,随机扩张森林和随机连通子图。
  3. 3、 The induced spanning subgraph was employed in studying the property of the graph of decomposable tensor.
    应用诱导生成子图的方法,研究了可合张量的图论性质。
  4. 4、 -connected spanning subgraph in Near Triangulations without Separating Triangles
    几乎三角剖分图中的2-连通支撑子图
  5. 5、 A ( spanning) subgraph F of a graph G can be a DS-factor when every connected component of F is a DS.
    图G的一个支撑子图F称为一个双星(DS)因子,当F的每一个连通分支是一个双星。
  6. 6、 A k-regular spanning subgraph of graph G is called a k-factor of G.
    图G的一个k正则支撑子图称为G的k因子。
  7. 7、 A subset S of E ( G) is called an edge covering of G if the subgraph induced by S is a spanning subgraph of G.
    SE(G)称为G的一个边覆盖,如果由S导出的子图是G的一个生成子图。
  8. 8、 In this paper we proved that every near triangulation without separating triangles has a 2-con-nected spanning subgraph of maximum degree at most 3 which is the best possible.
    证明了每一个无可分离三角形的几乎三角剖分图均存在一个2-连通支撑子图,其最大度至多3.并且,这一结果是最佳可能的。
  9. 9、 A graph G is supereulerian if G has a spanning eulerian subgraph.
    若图G含有生成欧拉子图,则称G是超欧拉的。
  10. 10、 A k-factor of graph G is a k-regular spanning subgraph of G. A graph G Is k-covered if each edge of G belongs to a k-factor.
    图G的k-正则生成子图称为G的一个k-因子,若图G的每条边都含于G的一个k-因子中,称图G足k-覆盖的。
  11. 11、 Then, a topology control algorithm for constructing a minimum-energy path-preserving spanning subgraph for a wireless ad hoc network is discussed. By this algorithm, the entire network connectivity and the global minimum-energy path property can be effici
    然后讨论了一种分布式的拓扑控制算法,当网络的组成发生动态变化时,算法可以以响应的方式维护全网的连通性和全局的最小能量特性。
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更新时间:2026-03-24 17:38