Evenly Partite Directed Bigraph Factorization of Wreath Product of Graphs

机译：均匀的Partite指示了图形花圈乘积的重要形分

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摘要

In this paper, some necessary and sufficient conditions for the existence of an evenly partite directed bigraph (K_(p,q{direct+}q)) factorization in the product graphs (C_m o K_n)~* and (K_m o K_n)~*, for m ≥ 3, n, p, q ≥ 2 are obtained.

机译：在本文中，在产品图表（C_M O K_N）〜*和（k_m o k_n）〜*中存在均匀兼向的偏执的大型（k_（p，q {direct +} q））的一些必要和充分条件。，对于M≥3，n，p，q≥2。

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《International Conference on Theoretical Computer Science and Discrete Mathematics》|2017年|458p|共7页
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P. Hemalatha;
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中图分类 TP3-53;
关键词
K_(p; Q{direct+}q)-factorization; M-partite graph; Wreath product of graphs; Symmetric digraph;

机译：K_（p;q {direct +} q）--factorization;m-partipe图;图形的花圈乘积;对称的数字;
入库时间 2022-08-20 20:09:19

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2. S_k-Factorization of the symmetric digraph of wreath product of graphs [J] . P. Hemalatha, A. Muthusamy Discrete mathematics, algorithms, and applications . 2014,第4期

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3. Fast factorization of Cartesian products of (directed) hypergraphs [J] . Hellmuth Marc, Lehner Florian Theoretical computer science . 2016,第Null期

机译：（有向）超图的笛卡尔积的快速分解
4. Evenly Partite Directed Bigraph Factorization of Wreath Product of Graphs [C] . P. Hemalatha International Conference on Theoretical Computer Science and Discrete Mathematics . 2017

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5. 1-Factorizations of tensor products of graphs. [D] . George, John Clay. 1991

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Evenly Partite Directed Bigraph Factorization of Wreath Product of Graphs

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