Scattering theory for Lindblad master equations

- Continuing the analysis of the part I, we consider the asymptotic behavior of the scattering matrix for the shape resonance model.. We give an asymptotic

Our theorem can be viewed as the extension of the theorem of Yajima ( [Y1 ]) to the more natural position representation, a result apparently unobtainable by Yajima’s

VELO, Sur une équation de Schrödinger non linéaire avec inter- action non locale, in Nonlinear partial differential equations and their applications. Collège de

These estimates imply an abstract short-range scattering theory, local decay of scattering solutions for Schrodinger ope- rators with smooth potentials, and

In order for this decomposition to be meaning- ful, it is necessary that T is positive (Q-Q* is obviously completely posi- tive) and that the decomposition is unique

bounded perturbations are briefly studied using the Cook’s method and the simplified model of heavy-ion collision is presented as an

Balslev, Analytic scattering theory of quantum mechanical three-body systems, Aarhus University Preprint, no. BALSLEV, Analytic scattering theory for many-body systems

with a phonon field) are important because they lead to irreversible effects and in particular to particle capture. 593) there may be sharp resonances at energies