On asymptotic cyclicity of doubly stochastic operators
Volume 72 / 1999
Annales Polonici Mathematici 72 (1999), 145-152
DOI: 10.4064/ap-72-2-145-152
Abstract
It is proved that a doubly stochastic operator P is weakly asymptotically cyclic if it almost overlaps supports. If moreover P is Frobenius-Perron or Harris then it is strongly asymptotically cyclic.
