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首页> 外文期刊>Bulletin of the Australian Mathematical Society >INVOLUTIONS OF GRAPH LINK EXTERIORS WHOSE FIXED POINT SETS ARE CLOSED SURFACES
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INVOLUTIONS OF GRAPH LINK EXTERIORS WHOSE FIXED POINT SETS ARE CLOSED SURFACES

机译:固定点集闭合的图形链接外部的卷入

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摘要

A link L in S~3 possibly admits an involution of the exterior E(L) with fixed point set a closed surface, which is not extendable to an involution of S~3. In this paper, we focus on the case of graph links and show that the genus of the surface provides a lower estimate of the number of link components.
机译:S〜3中的链接L可能允许外部E(L)的渐开线具有固定点设置为封闭表面,这无法扩展到S〜3的渐开线。在本文中,我们重点讨论图链接的情况,并表明曲面的属对链接分量的数量提供了较低的估计。

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