1-Dominations between Montesinos knots with at least 6 rational tangles

Youlin Li

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1-Dominations between Montesinos knots with at least 6 rational tangles

机译：1-在至少6个有理缠结的Montesinos结之间的控制

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摘要

In this paper, we obtain a necessary and sufficient condition for the existence of 1-dominations between two Montesinos knots with at least 6 rational tangles.

机译：在本文中，我们为两个具有至少6个有理缠结的Montesinos结之间存在1占优条件提供了充要条件。

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来源
《Topology and its applications》 |2010年第6期|1033-1043|共11页
作者
Youlin Li;
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作者单位

Department of Mathematics, Shanghai jiaotong University, Shanghai 200240, China;

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原文格式 PDF
正文语种 eng
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关键词
1-domination; montesinos knots;

机译：1控制蒙泰西诺斯结;

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1. A remark on 2-adjacency relation between Montesinos knots and 2-bridge knots [J] . Torisu Ichiro Topology and its applications . 2016,第FEBa1期

机译：关于Montesinos结与2桥结之间的2邻接关系的说明
2. Rational structure on algebraic tangles and closed incompressible surfaces in the complements of algebraically alternating knots and links [J] . Makoto Ozawa Topology and its applications . 2010,第12期

机译：代数缠结和链节的补集中的代数缠结和闭合不可压缩曲面的有理结构
3. Rational structure on algebraic tangles and closed incompressible surfaces in the complements of algebraically alternating knots and links [J] . Makoto Ozawa 物性研究 . 2009,第1期

机译：代数缠结和链节的补集中的代数缠结和闭合不可压缩曲面的有理结构
4. Tangles as Vortex Dissipative Solitons in Laser Hula-hoop and Knots [C] . N.A. Veretenov, S.V. Fedorov, N.N. Rosanov International Conference on Laser Optics . 2018

机译：缠结作为激光呼啦圈和结中的涡旋耗散孤子
5. A Hodge-theoretic Study of Augmentation Varieties Associated to Legendrian Knots/Tangles [D] . Su, Tao. 2018

机译：与Legendrian结/缠结相关的扩增品种的Hodge理论研究
6. Knotted proteins: A tangled tale of Structural Biology [O] . Patrícia F.N. Faísca 2015

机译：打结的蛋白质：结构生物学的纠结故事
7. 1-Dominations between Montesinos knots with at least 6 rational tangles [O] . Li Youlin 2010

机译：1-在至少6个有理缠结的Montesinos结之间的控制

1-Dominations between Montesinos knots with at least 6 rational tangles

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