"Zapiski Nauchnyh Seminarov POMI"
VOL. 297
This issue is entitled "Mathematical Problems in the Theory of Wave
Propagation. Part 32 "
editor V.M.Babich
Contents
- Babich V. M., Kirpichnikova N. Ya., Krauklis P. V.
The 70th birthday of L. A. Molotkov
.......7
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- Babich V. M. On propagation of creeping waves along
the curvilinear surface of an anisotropic elastic body
.......9
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- Belishev M. I. On relations between data of dynamical and
spectral inverse problems
.......30
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- Zurov A. V. The effects in the two-velocities dynamical system due to
coincidence of the velocities in an interval
.......49
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- Katchalov A. P.
Gaussian beams, the Hamilton--Jacobi equations and Finsler geometry
.......66
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- Kirpichnikova N. Ya., Kirpichnikov S. N., Philippov V. B.
Scattering of a plane electromagnetic wave on a small
inhomogeneity in a slightly bent layer
.......93
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- Kirpichnikova N. Ya., Svirkina L. A., Philippov V. B.
Scattering of plane ellastic waves on a small inhomogeneity
lying inside an ellastic layer .......106
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- Kirpichnikova N. Ya., Philippov V. B., Vlasjuk N. G.
Combined method of calculation of the field of the point
source in a wave guide
.......116
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- Kiselev A. P., Yarovoy V. O., and Vsemirnova E. A.
Polarization anomalies of elastic waves. Caustic and penumbra
.......136
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- Krauklis P. V. and Krauklis L. A. Tube waves in a borehole filled by
a mixture of solid and fluid particles
.......154
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- Kuznetsov N. G., Motygin O. V.
The Steklov problem in a half-plane: the dependence of eigenvalues
on a piecewise-constant coefficient
.......162
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- Lyalinov M. A. On diffraction of a plane wave by an impedance cone
.......191
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- Molotkov L. A. On the wave attenuation in the effective model
descri\-bing porous and fractured media saturated by fluid
.......216
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- Molotkov L. A. About propagation of seismic waves in block
elastic-fluid media. I
.......230
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- Molotkov L. A. About propagation of seismic waves in block
elastic-fluid media. II
.......254
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- Popov M. M. Asymptotics of the wave field in a
vicinity of the axis of symmetry of a transversely
isotropic homogeneous medium
.......272
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- Reviews .......273
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Paging 278 pp.
- Language Russian
Back to the Petersburg Department of
Steklov Institute of Mathematics