Stability of quantum Markov systems is investigated in terms of stability of invariant states. Evolutions of a quantum system in the Heisenberg picture are considered which are modeled in terms of a quantum stochastic differential equation. Using a Marko
The mean-square stability analysis of linear equations with coefficients perturbed by small bounded ...
In this article, we propose a Lyapunov stability approach to analyze the convergence of the density ...
When are quantum filters asymptotically independent of the initial state? We show that this is the c...
Stability of quantum Markov systems is investigated in terms of stability of invariant states. Evolu...
Quantum Markovian systems, modeled as unitary dilations in the quantum stochastic calculus of Hudso...
We characterize the dynamical behavior of continuous-time, Markovian quantum systems with respect to...
This paper aims at discussing methods and results of Lyapunov stability theory for dynamical systems...
International audienceWe study the stability of quantum pure states and, more generally, subspaces f...
In this work we will analyze the stability of linear systems governed by a Markov chain, this family...
Control by dissipation, or environment engineering, constitutes an important class of quantum cohere...
In the present paper we studied stability of the dynamical system which is related to XY-model in qu...
We propose a general theoretical framework that is suitable to study a wide class of stabilization p...
We propose a general framework for investigating a large class of stabilization problems in Markovia...
We consider a class of pure-state preparation problems for stochastic quantum dynamics, by means of ...
This book presents Markov and quantum processes as two sides of a coin called generated stochastic p...
The mean-square stability analysis of linear equations with coefficients perturbed by small bounded ...
In this article, we propose a Lyapunov stability approach to analyze the convergence of the density ...
When are quantum filters asymptotically independent of the initial state? We show that this is the c...
Stability of quantum Markov systems is investigated in terms of stability of invariant states. Evolu...
Quantum Markovian systems, modeled as unitary dilations in the quantum stochastic calculus of Hudso...
We characterize the dynamical behavior of continuous-time, Markovian quantum systems with respect to...
This paper aims at discussing methods and results of Lyapunov stability theory for dynamical systems...
International audienceWe study the stability of quantum pure states and, more generally, subspaces f...
In this work we will analyze the stability of linear systems governed by a Markov chain, this family...
Control by dissipation, or environment engineering, constitutes an important class of quantum cohere...
In the present paper we studied stability of the dynamical system which is related to XY-model in qu...
We propose a general theoretical framework that is suitable to study a wide class of stabilization p...
We propose a general framework for investigating a large class of stabilization problems in Markovia...
We consider a class of pure-state preparation problems for stochastic quantum dynamics, by means of ...
This book presents Markov and quantum processes as two sides of a coin called generated stochastic p...
The mean-square stability analysis of linear equations with coefficients perturbed by small bounded ...
In this article, we propose a Lyapunov stability approach to analyze the convergence of the density ...
When are quantum filters asymptotically independent of the initial state? We show that this is the c...
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