论文标题
交替结的循环分支盖
Cyclic branched covers of alternating knots
论文作者
论文摘要
对于任何整数n> 2，在3个球体中的交替质子结k的n倍循环分支盖M可以确定K，这意味着，如果K是3个球体中的一个结，它不等于K，则其n折环型覆盖物，则不能为M。
For any integer n > 2, the n-fold cyclic branched cover M of an alternating prime knot K in the 3-sphere determines K, meaning that if K is a knot in the 3-sphere that is not equivalent to K then its n-fold cyclic branched cover cannot be homeomorphic to M.
