Search Results - "Geyler, V. A."

Quantum Hall effect on the Lobachevsky plane by Bulaev, D.V., Geyler, V.A., Margulis, V.A.

“…The Hall conductivity of an electron gas on the surface of constant negative curvature (the Lobachevsky plane) in the presence of an orthogonal magnetic field…”
Get full text

Effect of surface curvature on magnetic moment and persistent currents in two-dimensional quantum rings and dots by Bulaev, D. V., Geyler, V. A., Margulis, V. A.

Get full text

Solvable model of a double quantum electron layer in a magnetic field by Geyler, V. A., Popov, I. Yu

“…A solvable model of a double quantum electron layer in a magnetic field based on the theory of self-adjoint extensions of symmetric operators is suggested. The…”
Get full text

Hofstadter-type spectral diagrams for the Bloch electron in three dimensions by Brüning, J., Demidov, V. V., Geyler, V. A.

Get full text

Magnetic Field Dependence of the Energy Gap in Nanotubes by Brüning, J., Demidov, V. V., Geyler, V. A., Kostrov, O. G.

“…The dependence of the energy gap in the band structure of a carbon nanotube on the flux of an external uniform magnetic field is studied in the framework of…”
Get full text

Berry phase for a three-dimensional anisotropic quantum dot by Geyler, V.A., Shorokhov, A.V.

“…A three-dimensional anisotropic quantum dot placed in an adiabatically precessing uniform magnetic field is considered and an explicit formula for the Berry…”
Get full text

Zero modes in a periodic system of Aharonov-Bohm solenoids by Geyler, V. A., Grishanov, E. N.

Get full text

Resonant tunneling through a two-dimensional nanostructure with connecting leads by Geyler, V. A., Margulis, V. A., Pyataev, M. A.

Get full text

The Band Structure of the General Periodic¶ Schrödinger Operator with Point Interactions by Albeverio, S., Geyler, V. A.

Get full text

One More Construction Which is Impossible by Geyler, V. A.

“…A new "elementary" geometrical problem that cannot be solved if one is required to use a straightedge and compass only is presented…”
Get full text

Hall conductivity of minibands lying at the wings of Landau levels by Brüning, J., Dobrokhotov, S. Yu, Geyler, V. A., Pankrashkin, K. V.

Get full text

Quantum interference rectifier by Geyler, V.A., Popov, I.Yu

“…Electron transport in bent quantum wire in the presence of a magnetic field which is orthogonal to the system plane is considered. Possible constructions of…”
Get full text

Transport in the two-terminal aharonov-bohm ring by Geyler, V. A., Demidov, V. V., Margulis, V. A.

Get full text

Fractal spectrum of periodic quantum systems in a magnetic field by Geyler, V.A., Popov, I.Yu, Popov, A.V., Ovechkina, A.A.

“…Models of two-dimensional periodic quantum-mechanical systems in a uniform magnetic field are considered. Results of the numerical analysis of the energy…”
Get full text

Group-theoretical analysis of lattice Hamiltonians with a magnetic field by Geyler, V.A., Popov, I.Yu

“…It is shown that the group-theoretical properties of the lattice Hamiltonian with a magnetic field predetermine the splitting of the Bloch band into N magnetic…”
Get full text

The density of states for carbon nanotubes in a uniform magnetic field by Geyler, V. A., Kostrov, O. G., Margulis, V. A.

Get full text

Ballistic transport in a quantum wire with a noncircular cross-section by Geyler, V.A, Margulis, V.A

“…The conductance quantization in a quantum wire with an elliptic cross-section is considered by means of the parabolic confining potential. The number of the…”
Get full text

Magnetic moment of a three-dimensional quantum well in a quantizing magnetic field by Filina, L.I., Geyler, V.A., Margulis, V.A., Tomilin, O.B.

“…The magnetic moment of an electron gas in a three-dimensional quantum well is studied. It is shown that two kinds of oscillations arise: oscillations caused by…”
Get full text

One More Construction Which is Impossible by Geyler, V. A.

Get full text

Quasiballistic electron transport in a three-dimensional microconstriction by Galkin, N. G., Geyler, V. A., Margulis, V. A.

Get full text