We consider Ledrappier's dynamical system, which was the first example of a Z(2)-action which is 2-mixing but not 3-mixing. Our main result is that, excluding certain small 'constructible' sets, the system is mixing of every order
Abstract. We study the generation of uniformly distributed linear extensions using Markov chains. In...
Actions of Zd by automorphisms of compact zero-dimensional groups exhibit a range of mixing behaviou...
We prove a characterization of relative weak mixing in W*-dynamical systems in terms of a relatively...
We consider Ledrappier's dynamical system, which was the first example of a Z(2)-action which is 2-m...
© 2017 Cambridge University Press. We consider dynamical systems, consisting of-actions by continuou...
The exact order of mixing for zero-dimensional algebraic dynamical systems is not entirely understoo...
V.A. Rohlin asked in 1949 whether 2-fold mixing implies 3-fold mixing for a stationary process index...
We give an example of a dynamical system which is mixing relative to one of its factors, but for whi...
We modify a method of S. Mozes to produce interesting tiling dynamical systems with an R n -action i...
We study mixing properties (topological mixing and weak mixing of arbitrary order) for nonautonomous...
Mixing for measure-preserving group actions is a fundamental notion in ergodic theory, with differen...
AbstractWe study mixing properties (topological mixing and weak mixing of arbitrary order) for nonau...
We investigate the question of the rate of mixing for observables of a Z d-extension of a probabilit...
We show how gradient estimates for transition semigroups can be used to establish exponential mixin...
We study the rate of mixing of observables of Z^d-extensions of probability preserving dynamical sy...
Abstract. We study the generation of uniformly distributed linear extensions using Markov chains. In...
Actions of Zd by automorphisms of compact zero-dimensional groups exhibit a range of mixing behaviou...
We prove a characterization of relative weak mixing in W*-dynamical systems in terms of a relatively...
We consider Ledrappier's dynamical system, which was the first example of a Z(2)-action which is 2-m...
© 2017 Cambridge University Press. We consider dynamical systems, consisting of-actions by continuou...
The exact order of mixing for zero-dimensional algebraic dynamical systems is not entirely understoo...
V.A. Rohlin asked in 1949 whether 2-fold mixing implies 3-fold mixing for a stationary process index...
We give an example of a dynamical system which is mixing relative to one of its factors, but for whi...
We modify a method of S. Mozes to produce interesting tiling dynamical systems with an R n -action i...
We study mixing properties (topological mixing and weak mixing of arbitrary order) for nonautonomous...
Mixing for measure-preserving group actions is a fundamental notion in ergodic theory, with differen...
AbstractWe study mixing properties (topological mixing and weak mixing of arbitrary order) for nonau...
We investigate the question of the rate of mixing for observables of a Z d-extension of a probabilit...
We show how gradient estimates for transition semigroups can be used to establish exponential mixin...
We study the rate of mixing of observables of Z^d-extensions of probability preserving dynamical sy...
Abstract. We study the generation of uniformly distributed linear extensions using Markov chains. In...
Actions of Zd by automorphisms of compact zero-dimensional groups exhibit a range of mixing behaviou...
We prove a characterization of relative weak mixing in W*-dynamical systems in terms of a relatively...
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