V. Bezák

发表

Tunneling through inhomogeneous delta barriers as diffraction and scattering

V. Bezák, 2007 .

Longitudinal electrical conductivity of heterogeneous double-layer metallic films

M. Kedro, V. Bezák, A. Pevala, 1974 .

Tunneling Across an Inhomogeneous Delta-Barrier

M. M. Selim, V. Bezák, 2001 .

The degenerate semiconductor thin films. I—The Fermi energy

V. Bezák, 1966 .

On alternative forms of the variational principle implying the generalized Thomas-Fermi theory

V. Bezák, 1976 .

Conductance quantization of an ideal Sharvin contact

V. Bezák, 2007 .

Evolution equation of population genetics: relation to the density-matrix theory of quasiparticles with general dispersion laws.

V. Bezák, 2002, Physical review. E, Statistical, nonlinear, and soft matter physics.

Homogenization of random concentration profiles by diffusion

V. Bezák, 1972 .

Screw dislocation-induced enhancement of the c-axis critical current in anisotropic superconductors

M. Grajcar, P. Guba, V. Bezák, 2000 .

A phenomenological theory of the thermal conductivity of thin films

J. Krempasky, V. Bezák, 1968 .

Quantum theory with an energy operator defined as a quartic form of the momentum

V. Bezák, 2016 .

THEORY OF RANDOMLY INHOMOGENEOUS WAVEGUIDES WITH SLIGHT MATERIAL DISPERSION : I. SINGLE-MODE WAVEGUIDES

V. Bezák, 1998 .

Path-integral theory of an electron gas in a random potential

V. Bezák, 1970, Proceedings of the Royal Society of London. A. Mathematical and Physical Sciences.

The partition sum of an ideal gas in a random potential

V. Bezák, 1971 .

A Generalization of the Sondheimer-Wilson Formula for the Averaged Density Matrix and Magnetic Susceptibility of Conduction Electrons in a Model of Disordered Semiconductors

V. Bezák, J. Banský, 1976 .

A path-integral formulation of the Pauli equation using two real spin coordinates

V. Bezák, 1974 .

Transmission of conduction electrons through a symmetric pair of delta‐barriers or delta‐wells embedded in a semiconductor or a metal

V. Bezák, 1996 .

On the Diamagnetic Susceptibility Enhancement of Disordered or Highly Compensated Crystalline Semiconductors

V. Bezák, J. Banský, 1972 .

The degenerate semiconductor thin films II—The longitudinal electrical conductivity

V. Bezák, 1966 .

Relation between a relaxation time and the friction coefficient used in the theory of damped motion

Viktor Bezák, V. Bezák, 2021, Reports on Mathematical Physics.

Quantum point contacts as a subject of the theory of quantum size effects

V. Bezák, 2009 .

Rightfulness of Summation Cut-Offs in the Albedo Problem with Gaussian Fluctuations of the Density of Scatterers

Viktor Bezák, M. M. Selim, V. Bezák, 2003 .

Tunnelling through a Gaussian random barrier

V. Bezák, 2008 .