Geodesic

Tome 35 (1999) no. 9

Sommaire

The method of integral equations in the third boundary value problem of diffraction by a bounded lattice over a plane screen
p. 1155-1161
Fredholm formulas for linear integral equations
p. 1162-1170
Application of integral equations to a singularly perturbed nonstationary boundary value problem of heat conduction with moving boundaries
p. 1171-1178
A mixed problem for the Laplace equation in three-dimensional multiply connected domains
p. 1179-1186
On solutions of the Lotka–Volterra model taking into account the boundedness of the life spans of species of competing populations
p. 1187-1193
Reduction of a boundary value problem of the conjugation of generalized analytic functions to an integral equation
p. 1194-1198
Algorithms, optimal with respect to complexity, for the approximate solution of singular integral equations
p. 1199-1206
Embeddability of nonlinear discrete equations with changing structure into linear systems
p. 1207-1215
The theory of the solvability of a class of integro-differential equations in a space of generalized functions
p. 1216-1226
On singular solutions of some boundary value problems and of singular integral equations
p. 1227-1241
On the approximate solution of a real singular integral equation on the spectrum
p. 1242-1252
Piecewise-polynomial approximation of the solution of weakly singular integral equations with discontinuous coefficients
p. 1253-1261
Limit theorems in the theory of periodic solutions of linear and quasilinear systems of difference equations
p. 1262-1270
Integral equations for problems of diffraction by magnetodielectric bodies
p. 1271-1277
On the conditioning of the matrix of a linear algebraic system arising in the approximation of a singular integral equation with a Cauchy kernel
p. 1278-1285
The action of the Hilbert operator on linear fractional functions
p. 1286-1288
On the instability of the solution of a system with constant delay
p. 1289-1290
Asymptotic behavior of the solution of the Cauchy problem for the two-dimensional homogeneous wave equation
p. 1291-1292