AbstractWe study the notion of joinings of W∗-dynamical systems, building on ideas from measure theoretic ergodic theory. In particular we prove sufficient and necessary conditions for ergodicity in terms of joinings, and also briefly look at conditional expectation operators associated with joinings
Dedicated to the memory of Professor José de Sam LazaroInternational audienceWe introduce a special ...
AbstractIn this paper we study unique ergodicity of C∗-dynamical system (A,T), consisting of a unita...
We study the so-called Nonconventional Ergodic Theorem for noncommutative generic measures introduce...
AbstractWe study the notion of joinings of W∗-dynamical systems, building on ideas from measure theo...
AbstractJoinings of C∗-dynamical systems are defined in terms of free products of C∗-algebras, as an...
Since their introduction by Furstenberg in 1967, joinings have proved a very powerful tool in ergodi...
We prove a characterization of relative weak mixing in W*-dynamical systems in terms of a relatively...
A characterization of relative weak mixing in W∗-dynamical systems in terms of a relatively independ...
Abstract. Relatively independent joinings of W*-dynamical systems are constructed. This is intimatel...
SUMMARY. It was shown in Goodson (1995) that if T is an ergodic automorphism having simple spectrum ...
15 pagesWe show that ergodic dynamical systems generated by infinitely divisible stationary processe...
Abstract. The relation between the two notions quasifactors and joinings is inves-tigated and the no...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
In this paper we study unique ergodicity of C*-dynamical system (U, T), consisting of a unital C*-al...
In this paper we study unique ergodicity of C∗-dynamical system (A,T), consisting of a unital C∗-alg...
Dedicated to the memory of Professor José de Sam LazaroInternational audienceWe introduce a special ...
AbstractIn this paper we study unique ergodicity of C∗-dynamical system (A,T), consisting of a unita...
We study the so-called Nonconventional Ergodic Theorem for noncommutative generic measures introduce...
AbstractWe study the notion of joinings of W∗-dynamical systems, building on ideas from measure theo...
AbstractJoinings of C∗-dynamical systems are defined in terms of free products of C∗-algebras, as an...
Since their introduction by Furstenberg in 1967, joinings have proved a very powerful tool in ergodi...
We prove a characterization of relative weak mixing in W*-dynamical systems in terms of a relatively...
A characterization of relative weak mixing in W∗-dynamical systems in terms of a relatively independ...
Abstract. Relatively independent joinings of W*-dynamical systems are constructed. This is intimatel...
SUMMARY. It was shown in Goodson (1995) that if T is an ergodic automorphism having simple spectrum ...
15 pagesWe show that ergodic dynamical systems generated by infinitely divisible stationary processe...
Abstract. The relation between the two notions quasifactors and joinings is inves-tigated and the no...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
In this paper we study unique ergodicity of C*-dynamical system (U, T), consisting of a unital C*-al...
In this paper we study unique ergodicity of C∗-dynamical system (A,T), consisting of a unital C∗-alg...
Dedicated to the memory of Professor José de Sam LazaroInternational audienceWe introduce a special ...
AbstractIn this paper we study unique ergodicity of C∗-dynamical system (A,T), consisting of a unita...
We study the so-called Nonconventional Ergodic Theorem for noncommutative generic measures introduce...
DOI
Add to ORKG