Geodesic

Tome 27 (1987) no. 5

Sommaire

The method of quasi-solutions for the problem of determining the eigenfunctions of a linear operator
p. 643-650
Accelerated conjugate gradient method
p. 651-660
Polynomial optimization problems
p. 661-675
On quasiblock discrete programming problems with supplementary constraints
p. 676-687
The method of local linearization in the numerical solution of stiff systems of ordinary differential equations
p. 688-699
A mixed method for two-dimensional stationary self-consistent problems
p. 700-710
Solvability of an exterior initial-boundary value problem for the gravitational gyroscopic wave equation
p. 711-719
Approximate solution of a problem of the dynamics of a viscous stratified liquid
p. 720-729
Hydrodynamic equations in the kinetic theory of reacting gases
p. 730-740
A numerical method for solving the equations of a viscous shock layer
p. 741-750
Viscous and elastic stress tensors in hydrodynamic computations
p. 751-762
The correctness of algebraic closures of finite degree of a family of estimate-computing algorithms for regular problems
p. 763-770
An algorithm for reconstructing functions
p. 771-776
Monte Carlo method for solving statistical radiative-transfer problems
p. 776-779
Two-layer completely conservative difference schemes for the equations of gas dynamics in Euler variables
p. 779-784
Numerical solution of the problem of stabilization by heating a turbulent layer in a flow without shift
p. 784-787
Numerical solution of some problems of shallow-water theory
p. 788-791
Approximation of the solution of an inverse difraction problem by delta-functions and Gauss distributions
p. 791-793
On a nonlinear hyperbolic optimal control problem
p. 793-794
Ixaru L. Gr. Numerical methods for differential equations and applications. Bucuresti: Ed. Acad.; Dordrecht etc.: R. Reidel Publ. Co., 1984. XXI+337 p. (Book review)
Corrections: "Calculation of eigenvalues of the Mathieu equation with a complex parameter”
Corrections: "Variational principles for the transport equation and the method of sperical harmonics"