论文标题
圆环结，理性球和电缆上的手术
Surgeries on torus knots, rational balls, and cabling
论文作者
论文摘要
我们将哪些积极整体手术分类为正圆环结合理性同源球。此外，对于给定的打结，我们考虑哪些电缆k（p，q）接受了结合理性同源球的整体手术。对于此类电缆，令S（k）为相应的有理数Q/p。我们证明了s（k）对每个k都有界限。
We classify which positive integral surgeries on positive torus knots bound rational homology balls. Additionally, for a given knot K we consider which cables K(p,q) admit integral surgeries that bound rational homology balls. For such cables, let S(K) be the set of corresponding rational numbers q/p. We show that S(K) is bounded for each K. Moreover, if n-surgery on K bounds a rational homology ball then n is an accumulation point for S(K).
