| 单词 | connected graphs |
| 释义 | connected graphs例句释义: 全部 1. For a set of connected graphs, a spanning subgraph of a graph is called an -factor if every component of is isomorphic to a member of . 给定连通图集合，对图的生成子图，如果的每个分支都同构于集合的一个元素，则被称为的-因子。 stae.com.cn 2. Nature of A kind of Maximal Critically h-Connected Graphs 一类极大临界h连通图的性质 service.ilib.cn 3. Refined Genetic Algorithm for the Augmentation of Undirected Weighted Graphs to k-Vertex-Connected Graphs 基于改进遗传算法的无向加权图的k点连通扩充 www.ilib.cn 4. Large Cycles Passing Through a Specified Edge in 2-connected Graphs 2-连通图过指定边的长圈 www.ilib.cn 5. An implicit degree condition for hamiltonian cycles in k-connected graphs k-连通图中存在哈密尔顿圈的一个隐度条件 scholar.ilib.cn 6. a new sufficient condition for hamilton - connected graphs 连通的一个新的充分条件 www.ichacha.net 7. Adjoint Uniqueness of Three Families of Connected Graphs 三类连通图的伴随唯一性 www.ilib.cn 8. The existence theorem of contractible edges in h-connected graphs h-连通图中可收缩边的存在定理 www.ilib.cn 9. Lower Bound for the Maximum Genus of Connected Graphs 连通图的最大亏格的下界 www.ilib.cn 10. The Number of Non-essential Edges in Minimally 3-Connected Graphs 极小3连通图的非基本边数 service.ilib.cn 1. Removable Edges and Contractible Edges in Cycles of 4-Connected Graphs 4-连通图中圈上的可去边和可收缩边 www.ilib.cn 2. The Number of Removable Edges in 3-Connected Graphs 3连通图的可去边数 service.ilib.cn 3. Distribution of Non-Essential Edges in ReducedMinimally 3-Connected Graphs 简约极小3连通图非基本边的分布 www.ilib.cn 4. Note on fault-tolerant diameter and wide diameter of 2-connected graphs 关于2连通图的容错直径与宽直径的注记 ilib.cn 5. On Fault-Tolerant Diameter and Wide Diameter of 3-Connected Graphs 关于3连通图的容错直径和宽直径 scholar.ilib.cn 6. Extensibility of Fully Cycle of 5-Vertex Connected Graphs 5-点连通图的完全圈可扩性 www.ilib.cn 7. Some Results About the Ends of Connected Graphs 关于连通图端片的一些结果 www.ilib.cn 8. The Structure of a Kind of Maximal Critically h-connected Graphs 一类极大临界h连通图的结构 service.ilib.cn 9. Some Properties of Removable Edge in 4-Connected Graphs 4连通图中可去边的一些性质 www.ilib.cn 10. A Note on the Circumference of 3-connected Graphs 关于3-连通图最长圈的注 www.ilib.cn |
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