In this monograph, we present a complete and self-contained presentation of the direct and
inverse scattering theories for the matrix Schrödinger equation on the half line with the …

Quantum mechanics is quite an unintuitive theory, in which experience from our common life
often fails to describe the results of experiments. However, a mathematical theory based on …

A survey of results on quantum mechanical interactions described by idealized short range
potentials, for short “point interactions”, is presented. Both physical and mathematical …

We investigate experimentally a Fermi golden rule in two-edge and five-edge microwave
networks with preserved time reversal invariance. A Fermi golden rule gives rates of decay …

We prove that the set of resonances Σ (H) has a multilevel asymptotic structure for the
following classes of Hamiltonians H: Schrödinger operators with point interactions yj∈ R 3 …

The present habilitation thesis is a collection of nine papers in spectral theory. Several
models are used, namely, quantum graphs, microwave networks, damped wave equation …

Anotace ZÁMEČNÍKOVA, V. Asymptotika rezonanci v kvantových grafech s vazebnou
podmínkou preferované orientace. Hradec Králové, 2024. Bakalářská práce na …

The matrix Schr\" odinger equation is considered on the half line with the general selfadjoint
boundary condition at the origin described by two boundary matrices satisfying certain …

Anotace Plecháček O. Trajektorie rezonancí v kvantových grafech. Hradec Králové 2018.
Bakalářská práce na Přírodovědecké fakultě Univerzity Hradec Králové. Vedoucí bakalářské …