Two-dimensional quasi-exactly solvable models with a magnetic field
Authors:
O. B. Zaslavskii
Affiliation:
Department of Physics, Kharkov University, Svobody Square 4, 310077, Kharkov, Ukraine
Abstract:
New classes of quasi-exactly solvable models are found. They possess SO(3) hidden symmetry and describe the quantum motion of a particle on a curved two-dimensional manifold under influence of a scalar potential and a magnetic field.