AbstractJoinings of C∗-dynamical systems are defined in terms of free products of C∗-algebras, as an analogue of joinings of classical dynamical systems. We then consider disjointness in this context, in particular for ergodic versus identity systems. Lastly we show how multi-time correlation functions appearing in quantum statistical mechanics naturally fit into this joining framework
The recent works of Kalantar-Kennedy, Katsoulis-Ramsey, Ozawa, and Dykema-Paulsen have demonstrated ...
A characterization of relative weak mixing in W∗-dynamical systems in terms of a relatively independ...
We study the free product of rooted graphs and its various decompositions using quantum probabilisti...
AbstractJoinings of C∗-dynamical systems are defined in terms of free products of C∗-algebras, as an...
AbstractWe study the notion of joinings of W∗-dynamical systems, building on ideas from measure theo...
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...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
We deal with the general structure of the stochastic processes by using the standard techniques of O...
Scrambling in many-body quantum systems causes initially local observables to spread uniformly over ...
We study the so-called Nonconventional Ergodic Theorem for noncommutative generic measures introduce...
The statistical notion of disequilibrium (D) was introduced by López-Ruiz, Mancini, and Calbet (LMC)...
SUMMARY. It was shown in Goodson (1995) that if T is an ergodic automorphism having simple spectrum ...
We exhibit a Hamel basis for the concrete *-algebra ${gam_o}$ associated to monotone commutation rel...
We show that some C∗-dynamical systems obtained by free Fock quantization of classical ones, enjoy e...
The recent works of Kalantar-Kennedy, Katsoulis-Ramsey, Ozawa, and Dykema-Paulsen have demonstrated ...
A characterization of relative weak mixing in W∗-dynamical systems in terms of a relatively independ...
We study the free product of rooted graphs and its various decompositions using quantum probabilisti...
AbstractJoinings of C∗-dynamical systems are defined in terms of free products of C∗-algebras, as an...
AbstractWe study the notion of joinings of W∗-dynamical systems, building on ideas from measure theo...
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...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
We deal with the general structure of the stochastic processes by using the standard techniques of O...
Scrambling in many-body quantum systems causes initially local observables to spread uniformly over ...
We study the so-called Nonconventional Ergodic Theorem for noncommutative generic measures introduce...
The statistical notion of disequilibrium (D) was introduced by López-Ruiz, Mancini, and Calbet (LMC)...
SUMMARY. It was shown in Goodson (1995) that if T is an ergodic automorphism having simple spectrum ...
We exhibit a Hamel basis for the concrete *-algebra ${gam_o}$ associated to monotone commutation rel...
We show that some C∗-dynamical systems obtained by free Fock quantization of classical ones, enjoy e...
The recent works of Kalantar-Kennedy, Katsoulis-Ramsey, Ozawa, and Dykema-Paulsen have demonstrated ...
A characterization of relative weak mixing in W∗-dynamical systems in terms of a relatively independ...
We study the free product of rooted graphs and its various decompositions using quantum probabilisti...
DOI
Add to ORKG