论文标题
Bernoulli行动及其西奈因素的轨道等效性
The orbital equivalence of Bernoulli actions and their Sinai factors
论文作者
论文摘要
鉴于可数的g组和0 <l <1，我们给出了类型III：l bernoulli组动作的基础结构。在G是整数的情况下，我们表明我们的非脑化伯努利转移具有独立且分布相同的因素。
Given a countable amenable group G and 0 < L < 1, we give an elementary construction of a type-III:L Bernoulli group action. In the case where G is the integers, we show that our nonsingular Bernoulli shifts have independent and identically distributed factors.
