Estimates on trapped modes in deformed quantum layers

Abstract

We use a logarithmic Lieb-Thirring inequality for two-dimensional Schroedinger operators and establish estimates on trapped modes in geometrically deformed quantum layers.

References in corpus (1)

• Spectral estimates for two-dimensional Schroedinger operators with application to quantum layers

Cited by in corpus (2)

• Schrödinger operators with $\delta$-interactions supported on conical surfaces
• The adiabatic limit of Schrödinger operators on fibre bundles