论文标题
与关键点和奇异性的双间歇性全分支地图
Doubly Intermittent Full Branch Maps with Critical Points and Singularities
论文作者
论文摘要
我们研究了一类一维完整分支地图，这些地图承认两个冷漠的固定点以及临界点和/或无界导数。在一些温和的假设下，我们证明存在绝对连续的概率度量，研究其相关性衰减率并证明了许多极限定理。
We study a class of one-dimensional full branch maps admitting two indifferent fixed points as well as critical points and/or unbounded derivative. Under some mild assumptions we prove the existence of a unique invariant mixing absolutely continuous probability measures, study its rate of decay of correlation and prove a number of limit theorems.
