上可嵌入性 upper embeddability ; Upper Embeddable
In chapter three, combining with the max degree of vetex in cycle,we attain two classes of upper embeddable graphs.
第三章,结合圈中顶点最大度,得到了两类上可嵌入图。
参考来源 - 关于图的上可嵌入性研究In the end ,we introduce the researching prospect of the upper embeddability of graphs and state author's next work.
在结语中,介绍了关于上可嵌入性理论的研究前景和作者今后的工作。
参考来源 - 关于图的上可嵌入性研究·2,447,543篇论文数据，部分数据来源于NoteExpress
最大亏格、上可嵌入是图论中的两个重要概念。
Maximum genus and upper embeddable are two important conceptions in graph theory.
文章利用关于不是上可嵌入图的充要条件，证明了范条件图是上可嵌入的。
In the paper, we prove a graph which satisfies the Fan's condition is upper embeddable by a sufficient and necessary condition on non-upper embeddable graphs.
联系图的顶点划分和四边形2因子的条件，本文给出了新的上可嵌入的图类。
Combining with the condition of C-partition and tetragon 2-factor, we give new classes of upper-embeddable graphs.
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