We construct examples of nonexact n-to-one shifts. We first construct examples of one-sided shift measures with maximal automorphic factors of any prescribed finite cardinality. Then we give an example of a two-to-one shift with a maximal automorphic factor which is an odometer
AbstractWe consider various characterizations of ergodic measures on the shift space (Ω, T), where Ω...
AbstractLet F be a finite set with a probability distribution {Pi: i ϵ F} and (Ω F, P) denote the pr...
AbstractWe consider various characterizations of ergodic measures on the shift space (Ω, T), where Ω...
We construct examples of nonexact n-to-one shifts. We first construct examples of one-sided shift me...
AbstractWe construct examples of nonexact n-to-one shifts. We first construct examples of one-sided ...
Inthispaperwe constructexamplesofnonexactn-to-oneshifts. W eflrstconstructexamplesofone-sidedshiftme...
The main purpose of this paper is to construct ergodic, nonsingular, conservative n-to-one endomorph...
The main purpose of this paper is to construct ergodic, nonsingular, conservative n-to-one endomorph...
In this paper we show that every nonsingular conservative ergodic n-to-one endomorphism of a Lebesgu...
In this paper we show that every nonsingular conservative ergodic n-to-one endomorphism of a Lebesgu...
We study exactness and maximal automorphic factors of C^3 unimodal maps of the interval. We show tha...
We study exactness and maximal automorphic factors of C^3 unimodal maps of the interval. We show tha...
For any fixed alphabet A, the maximum topological entropy of a Z d subshift with alphabet A is obvio...
We study exactness and maximal automorphic factors of C3 unimodal maps of the interval. We show that...
We study exactness and maximal automorphic factors of C3 unimodal maps of the interval. We show that...
AbstractWe consider various characterizations of ergodic measures on the shift space (Ω, T), where Ω...
AbstractLet F be a finite set with a probability distribution {Pi: i ϵ F} and (Ω F, P) denote the pr...
AbstractWe consider various characterizations of ergodic measures on the shift space (Ω, T), where Ω...
We construct examples of nonexact n-to-one shifts. We first construct examples of one-sided shift me...
AbstractWe construct examples of nonexact n-to-one shifts. We first construct examples of one-sided ...
Inthispaperwe constructexamplesofnonexactn-to-oneshifts. W eflrstconstructexamplesofone-sidedshiftme...
The main purpose of this paper is to construct ergodic, nonsingular, conservative n-to-one endomorph...
The main purpose of this paper is to construct ergodic, nonsingular, conservative n-to-one endomorph...
In this paper we show that every nonsingular conservative ergodic n-to-one endomorphism of a Lebesgu...
In this paper we show that every nonsingular conservative ergodic n-to-one endomorphism of a Lebesgu...
We study exactness and maximal automorphic factors of C^3 unimodal maps of the interval. We show tha...
We study exactness and maximal automorphic factors of C^3 unimodal maps of the interval. We show tha...
For any fixed alphabet A, the maximum topological entropy of a Z d subshift with alphabet A is obvio...
We study exactness and maximal automorphic factors of C3 unimodal maps of the interval. We show that...
We study exactness and maximal automorphic factors of C3 unimodal maps of the interval. We show that...
AbstractWe consider various characterizations of ergodic measures on the shift space (Ω, T), where Ω...
AbstractLet F be a finite set with a probability distribution {Pi: i ϵ F} and (Ω F, P) denote the pr...
AbstractWe consider various characterizations of ergodic measures on the shift space (Ω, T), where Ω...
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