论文标题
扭曲的立方兔子
Twisting cubic rabbits
论文作者
论文摘要
我们解决了一个无限的扭曲多项式问题家族，这是哈伯德扭曲兔子问题的立方概括。我们展示了通过某个dehn扭曲的扭曲的结果如何取决于功率的9-添加。对于具有三个临界点的立方兔子，我们还为完整的纯映射类组提供了算法解决方案。
We solve an infinite family of twisted polynomial problems that are cubic generalizations of Hubbard's twisted rabbit problem. We show how the result of twisting by a power of a certain Dehn twist depends on the 9-adic expansion of the power. For the cubic rabbit with three post-critical points, we also give an algorithmic solution to the twisting problem for the full pure mapping class group.
