Geodesic

Computational methods and automatic programming

Sommaire

Remarks on the resolvent method
p. 5-14
Finite-difference method for solving the first boundary-value problem for a second-order nonlinear ordinary differential equation with a divergent principal part
p. 14-21
Estimates of rate of convergence of best approximations by local functions
p. 22-37
Approximate computation of the positive eigenvalue of a positive operator with a nonlinear occurrence of a parameter
p. 37-39
Existence of a solution of a difference scheme for one variational problem
p. 40-47
One matrix equality
p. 47-53
Solving a nonlinear spectral problem for a matrix
p. 54-66
Two-sided approximations in the $LR$-algorithm
p. 67-71
Application of graphs to the Gaussian elimination method
p. 72-79
Eigenvalue problem for an irregular $\lambda$-matrix
p. 80-92
Solving the eigenvalue problem for sparse matrices
p. 92-110
Compiling linear-algebraic system CLAS
p. 111-115
Exact computer realization of certain computational algorithms
p. 116-121
Construction of a Lyapunov function on a model computer with a large-block mode
p. 121-129
Realization of matrix operations for the PRORAB computer
p. 130-148
Computation of the GCD of polynomials of several variables on a MPC
p. 148-155
Variation-difference approximation
p. 155-156
ALGOL procedure for solving certain problems of algebra, based on the application of a normalized process
p. 156-157