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Geodesic
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Zapiski Nauchnykh Seminarov POMI
Tome 9 (1968)
Précédent
Suivant
Mathematical problems in the theory of wave propagation
Sommaire
Preface
V. M. Babich
p. 3-4
Sharply directed propagation of Love-type surface waves
G. P. Astrakhantsev
p. 5-14
Eigenfunctions concentrated in a~neighborhood of a~closed geodesic
V. M. Babich
p. 15-63
The calculation of interference waves for diffraction by a~cylinder and a~sphere
A. I. Lanin
p. 64-104
The expansion of an arbitrary function in terms of an integral of associated Legendre functions of first kind with complex index
B. G. Nikolaev
p. 105-118
Application of an integral transform with generalized Legendre kernel to the solution of integral equations with symmetric kernels
B. G. Nikolaev
p. 119-125
Solution of the space problems for the hyperboloid of revolution and lens in the electrical prospecting
B. G. Nikolaev
p. 126-143
Application of the Laplace method to the construction of solutions of the Helmholtz equation
B. G. Nikolaev
p. 144-167
The problem of constructing solutions of the Neumann problem for the stationary diffraction of waves from a~half space separated by an inclined boundary into two angular regions with different wave propagation speeds
B. G. Nikolaev
p. 168-191
Eigenfunctions of the Laplace operator on the surface of a~triaxial ellipsoid and in the region exterior to it
T. F. Pankratova
p. 192-211
Calculation of the wave fields for multiple waves near the point of origin
N. S. Smirnova
p. 212-240