Dynamical semigroup for unbounded repeated perturbation of an open system

The family of abstract dynamical systems that possesses this structure is called the family of dissipative dynamical systems of macroscopic physics.. Some qualitative

Theorem 3.7 above again gives an open system point of view on Markov pro- cesses: Markov processes are obtained by the restriction of certain types of dy- namical systems on a

A palette of approaches for adiabatic elimination in bipartite open quantum systems with Hamiltonian dynamics on target.. Paolo Forni 1 , Timothée Launay 1 , Alain Sarlette 2 ,

The paper is devoted to a linear dynamics for non-autonomous perturbation of the Gibbs semigroup on a separable Hilbert space.. It is shown that evolution fam- ily {U(t, s)}

Below we consider the large-time asymptotic behavior of state for S ∼n , i.e., for the subsystem S n,k with fixed n and large and variable k for the initial state (2.5) with

For both considered approaches, a brute-force single point collocation and the conventional mean-field Hartree ap- proximation, we have obtained similar error estimates in L 2

We prove in this paper that the uniform resolvent estimates given by the Mourre theory give results on the the absolutely con- tinuous subspace in the sense of Davies.. For this we

In this section we formulate the reduction problem, dis- cuss its relevance, and present two theoretical applica- tions: the stability of compact sets for cascade-connected