论文标题
左订购性，分支盖和双重扭结
Left-orderability, branched covers and double twist knots
论文作者
论文摘要
对于一些两桥结的家庭，包括至少四个属的双扭结，我们精确地确定了整数$ n> 1 $，以便沿这些结的3杆循环分支盖的基本组是这些结的基础。有一些结，包括图形的结，该集合为空的结。我们给出了第一类双曲结，而不是这种类型的结，可以完全确定这些整数。
For some families of two-bridge knots, including double-twist knots with genus at least four, we determine precisely the set of integers $n>1$ such that the fundamental group of the $n$-fold cyclic branched cover of the 3-sphere along these knots is left-orderable. There are knots, including the figure-eight knot, for which this set is empty. We give the first class of hyperbolic knots, not of this type, for which these integers can be completely determined.
