Semigroup expansions for non-selfadjoint Schrödinger operators
arXiv:1810.04272
Abstract
A large time expansion for the propagator associated to a semiclassical non-selfadjoint magnetic Schrödinger operator is established, in terms of the low lying eigenvalues of the operator.
References in corpus (4)
- From resolvent bounds to semigroup bounds
- Spectral semi-classical analysis of a complex Schrödinger operator in exterior domains
- On the semi-classical analysis of Schrödinger operators with purely imaginary electric potentials in a bounded domain
- Resolvent Estimates for Non-Self-Adjoint Magnetic Schrödinger Operators