For the quantum stochastic processes generated by the Boolean commutation relations, we prove the following version of De Finetti Theorem: each of such Boolean processes is exchangeable if and only if it is independent and identically distributed with respect to the tail algebra
The extended de Finetti theorem characterizes exchangeable infinite sequences of random variables as...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C∗-dynamical...
For the quantum stochastic processes generated by the Boolean commutation relations, we prove the fo...
We analyze general aspects of exchangeable quantum stochastic processes, as well as some concrete c...
In order to manage spreadability for quantum stochastic processes, we study in detail the structure ...
We deal with the general structure of (noncommutative) stochastic processes by using the standard te...
The main theme of this thesis is to develop de Finetti type theorems in noncommutative probability. ...
We deal with the general structure of the stochastic processes by using the standard techniques of O...
We showthat the classical de Finetti theorem has a canonical noncommutative counterpart if we streng...
AbstractThe extended de Finetti theorem characterizes exchangeable infinite sequences of random vari...
The extended de Finetti theorem characterizes exchangeable infinite sequences of random variables as...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C∗-dynamical...
For the quantum stochastic processes generated by the Boolean commutation relations, we prove the fo...
We analyze general aspects of exchangeable quantum stochastic processes, as well as some concrete c...
In order to manage spreadability for quantum stochastic processes, we study in detail the structure ...
We deal with the general structure of (noncommutative) stochastic processes by using the standard te...
The main theme of this thesis is to develop de Finetti type theorems in noncommutative probability. ...
We deal with the general structure of the stochastic processes by using the standard techniques of O...
We showthat the classical de Finetti theorem has a canonical noncommutative counterpart if we streng...
AbstractThe extended de Finetti theorem characterizes exchangeable infinite sequences of random vari...
The extended de Finetti theorem characterizes exchangeable infinite sequences of random variables as...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C∗-dynamical...