We investigate the validity of quantum De Finetti's Theorem for algebraic random processes satisfying the singleton condition. We first prove a conditional version of the theorem, then we give some natural conditions which guarantee the full validity of De Finetti's Theorem
We showthat the classical de Finetti theorem has a canonical noncommutative counterpart if we streng...
We present an elementary proof of the quantum de Finetti representation theorem, a quantum analogue...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
We investigate the validity of quantum De Finetti's Theorem for algebraic random processes satisfyin...
Communicated by F. Fagnola We investigate the validity of quantum De Finetti's Theorem for alge...
De Finetti theorems tell us that if we expect the likelihood of outcomes to be independent of their ...
We analyze general aspects of exchangeable quantum stochastic processes, as well as some concrete ca...
We prove a de Finetti theorem for exchangeable sequences of states on test spaces, where a test spac...
For the quantum stochastic processes generated by the Boolean commutation relations, we prove the fo...
AbstractDe Finetti's theorem states that any exchangeable sequence of classical random variables is ...
We deal with the general structure of the stochastic processes by using the standard techniques of O...
Quantum de Finetti theorems are a useful tool in the study of correlations in quantum multipartite s...
The aim of device-independent quantum key distribution (DIQKD) is to study protocols that allow the ...
We prove a version of the quantum de Finetti theorem: permutation-invariant quantum states are well ...
We work in a general framework where the state of a physical system is defined by its behavior under...
We showthat the classical de Finetti theorem has a canonical noncommutative counterpart if we streng...
We present an elementary proof of the quantum de Finetti representation theorem, a quantum analogue...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
We investigate the validity of quantum De Finetti's Theorem for algebraic random processes satisfyin...
Communicated by F. Fagnola We investigate the validity of quantum De Finetti's Theorem for alge...
De Finetti theorems tell us that if we expect the likelihood of outcomes to be independent of their ...
We analyze general aspects of exchangeable quantum stochastic processes, as well as some concrete ca...
We prove a de Finetti theorem for exchangeable sequences of states on test spaces, where a test spac...
For the quantum stochastic processes generated by the Boolean commutation relations, we prove the fo...
AbstractDe Finetti's theorem states that any exchangeable sequence of classical random variables is ...
We deal with the general structure of the stochastic processes by using the standard techniques of O...
Quantum de Finetti theorems are a useful tool in the study of correlations in quantum multipartite s...
The aim of device-independent quantum key distribution (DIQKD) is to study protocols that allow the ...
We prove a version of the quantum de Finetti theorem: permutation-invariant quantum states are well ...
We work in a general framework where the state of a physical system is defined by its behavior under...
We showthat the classical de Finetti theorem has a canonical noncommutative counterpart if we streng...
We present an elementary proof of the quantum de Finetti representation theorem, a quantum analogue...
We give sufficient conditions ensuring the strong ergodic property of unique mixing for C-dynamical...
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