摘要

Susskind%26apos;s conjecture states that for subgroups and of a Kleinian group acting on , we have that , where is the set of conical limit points of and is the limit set of . We show that Susskind%26apos;s conjecture largely holds for purely loxodromic Kleinian groups and we present two examples to illustrate that Susskind%26apos;s conjecture is nearly optimal.

  • 出版日期2014-10