most citedDiagonalizability of non homogeneous quantum Markov states and associated von Neumann algebras

26 citations · 27 across the 7 of their papers we have counts for

collaborators

7 papers

math.OA2005

Some topics in quantum disordered systems

Stephen Dias Barreto, Francesco Fidaleo

We discuss some recent results connected with the properties of temperature states of quantum disordered systems. This analysis falls within the natural framework of operator algeb…

math.OA2004

KMS states and the chemical potential for disordered systems

Francesco Fidaleo

We extend the theory of the chemical potential associated to a compact separable gauge group to the case of disordered quantum systems. This is done in the natural framework of ope…

math-ph20041 cited

Markov states on the CAR algebra

Luigi Accardi, Francesco Fidaleo, Farruh Mukhamedov

The program relative to the investigation of quantum Markov states for spin chains based on Canonical Anticommutation Relations algebra is carried on. This analysis provides a furt…

math.OA2004

The structure of the --tensor product over a --subalgebra and its predual (--finite case)

Francesco Fidaleo

Let , , be --algebras, with unitally embedded in both and . by using Reduction Theory, we extend the previous description of the --tensor product…

math.OA2004

Infinite dimensional entangled Markov chains

Francesco Fidaleo

We continue the analysis of nontrivial examples of quantum Markov processes. This is done by applying the construction of entangled Markov chains obtained from classical Markov cha…

math.OA200426 cited

Diagonalizability of non homogeneous quantum Markov states and associated von Neumann algebras

Francesco Fidaleo, Farruh Mukhamedov

We clarify the meaning of diagonalizability of quantum Markov states. Then, we prove that each non homogeneous quantum Markov state is diagonalizable. Namely, for each Markov state…