Geodesic

Mathematical problems in the theory of wave propagation. Part 21

Sommaire

Uniform $L_2$-asymptotics of the scattering amplitude in the high frequency limit
p. 5-13
Absence of singularities of Gaussian beams in diffusion equation case
p. 14-18
The Weak Rayleigh Hypothesis and some Properties of the Metaharmonic Function Systems
p. 19-28
Diffraction of plane electromagnetic wave on a wedgeliked inclusion
p. 29-39
On completeness of asymptotic formulae for amplitudes of the plane waves diffracted by a smooth periodic boundary
p. 40-47
On some properties of quasimomentum of one-dimensional Hill operator
p. 48-57
On the tomographic study of boundaries of the Earth core
p. 58-65
Experimental proof of existence $K_r$-wave in cased boreholes
p. 66-68
Fock's asymptotics in the problem of diffraction by moving smooth contour
p. 69-81
On the new approach of obtaining of average effective model equations of periodic media
p. 82-102
Quasimodes and exponential splitting of a hammock
p. 103-112
Acoustic scattering by penertable bodies
p. 113-137
The forward scattering by a smooth convex cone
p. 138-153
On finding of dynamic equivalent wave groups propagating in the layered elastic media
p. 154-160
Asymptotic expansions of solutions of the linear singularly perturbed differential equations
p. 161-178