V. Geyler, P. Stovicek, M. Tusek
Published 2007-09-18, updated 2008-01-04Version 3
The curvature effect on a quantum dot with impurity is investigated. The model is considered on the Lobachevsky plane. The confinement and impurity potentials are chosen so that the model is explicitly solvable. The Green function as well as the Krein Q-function are computed.
On the Spectrum of a Quantum Dot with Impurity in the Lobachevsky Plane
On the harmonic oscillator on the Lobachevsky plane
Nonsensical models for quantum dots
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