On a certain type of discrete two-point boundary problem arising in discrete optimal control
On a class of forced nonlinear oscillators at resonance
On a Collocation Method lor Singular Two Point Boundary Value Problems.
On a Difference Scheme of Exponential Type for a Nonlinear Singular Perturbation Problem.
On a finite difference analogue of a singular boundary value problem.
On a finite difference analogue of forth order for boundary value problem.
On a finite-element collocation method which reproduces the Padé table
On a fourth-order finite difference method for nonlinear two-point boundary value problems.
On a Least-Squares Collocation Method for Linear Differential-Algebraic Equations.
On a semi-variational method for parabolic equations. II
On a simulation of the oscillation excited by a random force
On a variational estimation of error
On an Euler-like method with exponential correction for initial-value problems
On an interaction of two elastic bodies: analysis and algorithms
The paper deals with existence and uniqueness results and with the numerical solution of the nonsmooth variational problem describing a deflection of a thin annular plate with Neumann boundary conditions. Various types of the subsoil and the obstacle which influence the plate deformation are considered. Numerical experiments compare two different algorithms.
On approximate solution of systems of linear ordinary differential equations
On -closeness of invariant foliations under numerics.
On Calculating the Eigenvalues of the Finite Hill's Differential Equation
On Clenshaws's Method and a Generalisation to Faber Series.
On collocation methods for singular perturbation problems of convection-diffusion type.
On consistency, stability and convergence of staggered solution procedures
The simultaneous and staggered procedures of solving a partitioned form of a coupled system of ordinary differential equations are presented. Formulas for errors are compared. Counter-examples for convergence with a constant number of iterations at each time step are given.