论文标题
任意无限的无限沿着任意可计数高度的通用远端塔
A generic distal tower of arbitrary countable height over an arbitrary infinite ergodic system
论文作者
论文摘要
我们在其规范的远端塔楼中，通过任意无限的无限的无限性$ \ mathbb {z} $ - 动态系统，是一个通用的ergodic相对较远的相对较远的远端扩展和任意无限紧凑型组（或更普遍的无限紧凑型组的无限无限延伸组（或更普遍的无限紧凑型组））。
We show the existence, over an arbitrary infinite ergodic $\mathbb{Z}$-dynamical system, of a generic ergodic relatively distal extension of arbitrary countable rank and arbitrary infinite compact extending groups (or more generally, infinite quotients of compact groups) in its canonical distal tower.
