Geodesic

Tome 11 (1971) no. 2

Sommaire

The uniform approximation of a function of two variables that is given in tabular form by a product of functions of one variable
p. 289-303
A computational algorithm for optimally covering a plane region
p. 304-312
The minimization of a convex maximin function. I
p. 313-327
On approximate solution of the time-optimal problem in Banach spaces with constraints on the phase coordinates
p. 328-347
Approximate solution of variational problems with non-differentiable functionals
p. 348-364
A direct method in linear differential games with various constraints
p. 365-374
A numerical method of solution of minimax problems
p. 375-384
Difference schemes for the solution of the Dirichlet problem in an arbitrary domain for an elliptic equation with variable coefficients
p. 385-410
The oscillations that arise in numerical calculations of the discontinuous solutions of differential equations
p. 411-424
The order of choice of the iteration parameters in the cyclic Čebyšev iteration method
p. 425-438
A certain iterative method of solution of network elliptic problems
p. 439-448
Calculation of electric circuits in magnetohydrodynamic problems
p. 449-461
Theory of the high-entropy layer in hypersonic flows
p. 462-480
Gas dynamical effects that are connected with the unboundedness of the solutions of quasilinear systems
p. 481-490
The integration of the kinetic equation for diffused polyatomic gases
p. 491-497
Linguistic basis for the applications of an electronic computer
p. 498-504
An estimate for the regularization method for integral equations that are of second kind on the spectrum
p. 505-510
Differentiation of a maximin function
p. 510-514
A high-order accuracy scheme for the solution of the third boundary value problem for the equation $\Delta u-qu=-f$ in a rectangle
p. 515-517
An iterated scheme for the solution of a quasilinear heat equation
p. 518-520
Difference schemes with a splitting operator for systems of first order hyperbolic equations
p. 520-525
Certain properties of scattering by a non-monotone potential in the classical scattering problem
p. 525-528
Application of variational functionals with variable boundaries to the construction of approximate methods of solution of the neutron transport equation
p. 529-534
J. К. Hale. Ordinary differential equations. New York, a div. of John Wiley and Sons, Inc., Intersci. Publs, 1969, XVI+332 pp. (Book review)
p. 535-536