Geodesic

Difference methods for solutions of problems of mathematical physics. Part 1

Preface
p. 3-4
Some difference schemes for hyperbolic systems
p. 5-15
Convergence of difference schemes for equations with variable coefficients
p. 16-37
Difference methods for calculation of plane problems of the theory of elasticity
p. 38-54
Effective estimates of the errors in solutions by the method of nets of boundary problems for the Laplace and Poisson equations on a rectangle and on certain triangles
p. 55-85
On two schemes of higher accuracy for the solution of the Dirichlet problem
p. 86-92
On the particles motion in electromagnetic field
p. 93-106
Difference methods for hydrodynamics equations
p. 107-137
On a computational method for nonlinear heat conductivity gas-dynamic flows
p. 138-140
On an absolutely stable scheme for integration of equations of hydrodynamics
p. 141-146
On an algorithm for computation of optimal difference nets
p. 147-151
On an algorithm for solution of nonlinear systems by the sweep method
p. 152-155
Double waves for two-dimensional potential flow of gas
p. 156-167
Expressing a function by its integrals over an ellipsoid
p. 168-170