Geodesic

Mathematical problems in the theory of wave propagation. Part 34

On the propagation of surface electromagnetic waves, similar to Rayleigh waves in the case the Leontovich boundary conditions
p. 5-19
Determination of the parameters of the system of connected beams from dynamical boundary measurements
p. 20-42
An asymptotic solution to the Signorini problem about a~beam laying on two rigid bases
p. 43-60
Spectral function approach to the double wedges diffraction problem
p. 61-76
The behaviour of the Gaussian beam in the anisotropic medium with an interface
p. 77-109
Combined method calculating the field generated by a~point source in a~surface wave guide
p. 110-120
Evaluation of fluid-filled fractures during acoustic measurements on the tube waves
p. 121-128
Correction to the paper ``Solving the Venttsel problem for the Laplace and Helmholtz equations with the help of iterated potentials''
p. 129-130
About correctnes of the diffraction problems in case of angle domains
p. 131-147
On attenuation of waves propagating in fluid mixtures
p. 148-179
Estimating inequalities for velocities of propagation and for effective densities in fluid mixtures
p. 180-189
Paraxial ray theory for Maxwell's equations
p. 190-212
Temporary deformations of degrees of the wave operator
p. 213-228
On propagation of Scholte--Gogoladze surface waves along a fluid-solid interface of arbitrary shape
p. 229-246
Embedding formula for an electromagnetic diffraction problem
p. 247-261