Let be a quantum Markov semigroup on with a faithful normal invariant state ρ. The
decoherence-free subalgebra of is the biggest subalgebra of where the completely positive …

We study environmental decoherence for a quantum Markov semigroup T acting on an
arbitrary von Neumann algebra M⁠. In particular, we analyze the relationships between the …

We give a full characterisation of decoherence free subspaces of a given quantum Markov
semigroup with generator in a generalised Lindbald form which is valid also for infinite …

In this work we describe a necessary and sufficient condition for decoherence of quantum
Markov evolutions acting on matrix spaces (according to the definition introduced by …

Quantum Bernoulli noises (QBN) are the family of annihilation and creation operators acting
on Bernoulli functionals, which satisfy the canonical anti-commutation relation (CAR) in …

Quantum Bernoulli noises (QBN for short) are the family of annihilation and creation
operators acting on Bernoulli functionals, which satisfy a canonical anticommutation relation …

We study ergodicity and decoherence for generic quantum Markov semigroups: in particular,
we highlight the strong relationships among these properties, the convergence in law of the …

In this paper, we study the environment induced decoherence of quantum exclusion
semigroups constructed by quantum Bernoulli noises. We first study the structure of the …

We develop linear stochastic Schrödinger equations driven by standard cylindrical Brownian
motions (LSSs) that unravel quantum master equations in Lindblad form into quantum …

246 F. Fagnola & R. Rebolledo ber of different concepts like entropy production,
irreversibility, KMS states and detailed balance conditions among others. The analysis of …