阿贝尔覆盖中挠率的指数增长性
Exponential growth of torsion in Abelian coverings
摘要：
研究了有限阿贝尔覆盖塔中同调扭子群阶的增长性。特别地，当第一个非零的Alexander多项式具有正对数Mahler测度时，证明了当塔收敛于链补的最大自由阿贝尔覆盖时，它是指数的.
英文摘要：
We study the growth of the order of torsion subgroups of the homology in a tower of finite abelian coverings. In particular, we prove that it is exponential for when the tower converges to the maximal free abelian cover of a link complement when the first nonzero Alexander polynomial has positive logarithmic Mahler measure.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
