论文标题
以$ 5_2 $的价格表征斜坡
Characterizing slopes for $5_2$
论文作者
论文摘要
我们证明，除了正整数外，所有理性的斜率都在特征为$ 5_2 $。在此过程中，我们对生产Brieskorn Sphere $σ（2,3,11）$的$ S^3 $的Dehn手术进行了分类，我们研究了大型整体手术几乎是L空间的结。
We prove that all rational slopes are characterizing for the knot $5_2$, except possibly for positive integers. Along the way, we classify the Dehn surgeries on knots in $S^3$ that produce the Brieskorn sphere $Σ(2,3,11)$, and we study knots on which large integral surgeries are almost L-spaces.
