Geodesic

Tome 26 (1986) no. 1

Sommaire

Some applications of the spectral resolution of matrices
p. 3-14
Regularizing algorithms based on the conjugate gradient method
p. 15-22
Optimal and quasi-optimal regularizing algorithms for solving stochastic integral equations of convolution type
p. 23-34
Construction of a Monte Carlo method for calculating Feynman integrals
p. 35-49
On correctness and numerical treatment of boundary value problems in differential-algebraic equations
p. 50-64
Numerical solution of external boundary value problems for elliptic equations
p. 65-71
The asymptotic integration of weakly nonlinear systems with partial derivatives
p. 72-79
Inverse problems of coherent optics. Focusing in a line
p. 80-91
The equation $\frac{\partial^2}{\partial t^2}[u_{xx}-u]+u_{xx}=0$ and some problems associated with it
p. 92-102
Construction of discrete vortex models of flows of an ideal incompressible fluid
p. 103-113
On vortex outflow through the permeable boundary of the computational domain of non-stationary subsonic flow
p. 114-129
Algorithms for walking along spheres
p. 130-134
Stabilizing properties of the gradient method
p. 134-137
Application of the gradient method to problems of optimizing systems with distributed parameters
p. 137-140
A difference solution of a one-particle Schrödinger equation with axially symmetric potential
p. 140-143
Numerical solution of two-dimensional problems of the pulse motion of floating bodies
p. 144-150
Extrapolational methods for calculation of a saddle point of Lagrange function and their application to problems with separable block structure
p. 150-151
Sufficient conditions for global minimum in partially convex problems with constraints
p. 151-152
A method for calculation of a simple-layer potential
p. 153-154