On estimating the local error of a numerical solution of a parametrized Cauchy problemOn estimating the local error of a numerical
solution of a parametrized Cauchy
problem On the stability of solution of the parabolic differential equation with time involution for
solution of this
problem. The theorem on stability estimates for the
solution of this
problem Iterative methods and parallel solution of the dam problem.
Solution of the mesh
problem by Gauss-Seidel and by Schwarz alternating methods was executed. The numerical
Iterative methods and parallel solution of the dam problem.
Solution of the mesh
problem by Gauss-Seidel and by Schwarz alternating methods was executed. The numerical
A Posteriori Error Estimates for Approximate Solutions to the Obstacle Problem for the $p$ -Laplacian of deviations from exact
solutions of the obstacle
problem for the $p $-Laplacian. They hold true for any
Solution of the optimal control problem by symbolic regression method. The suggested approach provides
solution to the optimal control
problem as a control function of time
Low thrust transfers to space debris object neighborhood. The example of the
solution of the
problem is given. © 2017 Univelt Inc. All rights reserved.