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1991, Volume 195  
| General information | Contents |


Mathematical problems in the theory of wave propagation. Part 21


Uniform $L_2$-asymptotics of the scattering amplitude in the high frequency limit
H. D. Alber 		5–13
Absence of singularities of Gaussian beams in diffusion equation case
V. M. Babich 		14–18
The Weak Rayleigh Hypothesis and some Properties of the Metaharmonic Function Systems
V. F. Badjukov 		19–28
Diffraction of plane electromagnetic wave on a wedgeliked inclusion
B. V. Budaev 		29–39
On completeness of asymptotic formulae for amplitudes of the plane waves diffracted by a smooth periodic boundary
V. V. Zalipaev, M. M. Popov 		40–47
On some properties of quasimomentum of one-dimensional Hill operator
E. L. Korotyaev 		48–57
On the tomographic study of boundaries of the Earth core
P. V. Krauklis, G. Kovalle, L. A. Krauklis 		58–65
Experimental proof of existence $K_r$-wave in cased boreholes
P. V. Krauklis, M. V. Soferstein, L. S. Chlav 		66–68
Fock's asymptotics in the problem of diffraction by moving smooth contour
M. A. Lyalinov 		69–81
On the new approach of obtaining of average effective model equations of periodic media
L. A. Molotcov 		82–102
Quasimodes and exponential splitting of a hammock
T. F. Pancratova 		103–112
Acoustic scattering by penertable bodies
G. F. Roach 		113–137
The forward scattering by a smooth convex cone
V. P. Smyshlyaev 		138–153
On finding of dynamic equivalent wave groups propagating in the layered elastic media
N. S. Smirnova 		154–160
Asymptotic expansions of solutions of the linear singularly perturbed differential equations
K. I. Chernyshov 		161–178
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