Colorings of Periodic Homeomorphisms

Yuji AKAIKE; Naotsugu CHINEN; Kazuo TOMOYASU

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Colorings of Periodic Homeomorphisms

机译：周期性同胚的着色

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摘要

We calculate the exact value of the color number of a periodic homeomor-phism without fixed points on a finite connected graph

机译：我们计算有限连通图上不带固定点的周期性同胚色的色数的准确值

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来源
《Bulletin of the Polish Academy of Sciences. Mathematics》 |2008年第1期|共12页
作者
Yuji AKAIKE; Naotsugu CHINEN; Kazuo TOMOYASU;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
coloring; periodic homeomorphism;

机译：着色;周期性同胚;

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专利

1. Colorings of Periodic Homeomorphisms [J] . Yuji AKAIKE, Naotsugu CHINEN, Kazuo TOMOYASU Bulletin of the Polish Academy of Sciences. Mathematics . 2008,第1期

机译：周期性同胚的着色
2. Nonsingular periodic flows on $Tsp{3}$ and periodic homeomorphisms of $Tsp{2}$ [J] . Canadian mathematical bulletin . 1981,第1981期

机译：$ Tsp {3} $的非奇异周期性流和$ Tsp {2} $的周期性同胚
3. Eventual colorings of homeomorphisms [J] . Yuki Ikegami, Hisao Kato, Akihide Ueda Journal of the Mathematical Society of Japan . 2013,第2期

机译：最终的同胚着色
4. The RGCP (Robust Graph Coloring problem) is a new variant of the traditional graph coloring problem. It has numerous practical applications in real world like timetabling and crew scheduling. The traditional graph coloring problem focuses on minimizi [C] . Wayne Pullan, Liang Zhao, John Thornton Australian Conference on Artificial Intelligence . 2003

机译：RGCP（鲁棒图着色问题）是传统图形着色问题的新变种。它在现实世界中具有许多实际应用，如时间表和船员调度。传统的图形着色问题侧重于最小化
5. Efficient algorithms for graph coloring: Vertex, edge, list, total, and acyclic coloring. [D] . Skulrattanakulchai, San. 2002

机译：图形着色的高效算法：顶点，边，列表，总计和非循环着色。
6. Fixed Elements and Periodic Types for Homeomorphisms on S. L. C. Continua [O] . G. E. Schweigert 1943

机译：S. L. C. Continua上同胚的固定元素和周期类型
7. Homotopical theory of periodic points of periodic homeomorphisms on closed surfaces [O] . Marzantowicz Wacław, Zhao Xuezhi 2009

机译：闭合表面上周期同胚的周期点的同伦理论

Colorings of Periodic Homeomorphisms

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