Geodesic

Mathematical problems in the theory of wave propagation. Part 22

Sommaire

Integro-differential equations of the convolution on a finite interval with a kernel having logarithmic singularity
p. 5-11
Case of an exact integrability of $SH$-wave equation
p. 12-16
The construction of Gaussian beams satisfying to the wave equation with exponential exactness
p. 17-20
Boundary controls and quasiphotons in a Riemannian manifold reconstruction problem via dynamical data
p. 21-50
Lamb's inverse axially symmetric problem
p. 51-67
Asymptotic theory of reflection of electromagnetic radiation by moderately and well conducting bodies
p. 68-82
On condition of a “breakdown” in the singularly perturbed systems
p. 83-91
Equations for a wave front, rays, and a phase function near a regular region of the caustic formed by space-time rays
p. 92-100
Low velocity wave in the fluid-filled layer, imitating an oil collector
p. 101-112
On the Holmgren–John uniqueness theorem for the wave equation with piecewise analytic coefficients
p. 113-136
On the twophase effective model of the medium with cracks of a finite length
p. 137-155
On the calculation of wave fields propagating in multilayered media
p. 156-165
On nonstationary Love waves near the surface of an anisotropic elastic body
p. 166-172