论文标题
在增厚表面中完全交替链路的子午线引理
A meridian lemma for fully alternating links in thickened surfaces
论文作者
论文摘要
Menasco表明，在$ s^3 $中的非切片质量交替链路的补充中，闭合表面包含一个圆圈的链路，链接补充与链接的子午线。该结果称为用于交替链接的子午线引理。我们为正属的可定向表面中的一系列完全交替的联系提供了子午线。
Menasco showed that a closed surface in the complement of a non-split prime alternating link in $S^3$ contains a circle isotopic in the link complement to a meridian of the links. This result is known as the meridian lemma for alternating links. We give a meridian lemma for the class of fully alternating links in the thickened orientable surfaces of positive genus.
