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双蛛网周期双重三角格图链环分支数的计数

Enumeration of the Component Number of Links Corresponding to the Periodic Double-triangular Lattices with Two Spiderweb Graphs

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通过对平图实施不改变其链环分支数的无符号平图的三类Reidemeister变换,以及对平图实施粘合同一个面上不相邻的两个顶点的图变换,化大图为小图,从而获得双蛛网周期双重三角格图链环分支数的计数.
In this paper,we perform three kinds of unsigned graphic Reidemeister moves without changing the component number of corresponding links on plane graphs,and perform the graphic move of contracting two non-adjacent vertices on one face,to change large graphs into smaller ones.As a result,we obtain the com-ponent number of links corresponding to the periodic double-triangular lattices with two spiderweb graphs.

enumerationplane graphperiodic double-triangular lattices with two spiderweb graphsgraph-ic changecomponent number of link

林跃峰

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漳州城市职业学院,福建 漳州 363000

计数 平图 双蛛网周期双重三角格图 图变换 链环分支数

2024

安阳师范学院学报
安阳师范学院

安阳师范学院学报

影响因子:0.221
ISSN:1671-5330
年,卷(期):2024.26(5)