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A multigrid method for weakly nonlinear elliptic equations of the second order in the divergence form. We prove the convergence of a multigrid method for solving this problem. The method under

On penalty methods for non monotone equilibrium problems-dimensional space setting. It appears such a condition provides convergence of the general penalty method without

Quadrature-difference methods for solving linear and nonlinear singular integro-differential equationsHere we propose and justify quadrature-difference methods for solving different kinds (linear

Asymmetric vs. symmetric encryption: a comparative analysis of data security methodsThe information about the two encryption methods, symmetric and asymmetric, is presented

A POSTERIORI ERROR ESTIMATES FOR ELLIPTIC OBSTACLE PROBLEM: A SUBJECT FIELD REVIEW impossible to find. That is why the development of methods for obtaining a posteriori estimates has begun

Forecasting techniques in the research rail market by methods (ARIMA) and exponential smoothing in the package of applied programs Statistica 6.0.

On existence conditions for sequences uniformly distributed with respect to Voronoi's methods with respect to Voronoi and Riesz methods have been analyzed. These conditions are necessary and sufficient

Pseudospectral methods for nonlinear pendulum equations pendulum). The numerical solution that was used for our research suitably the pseudospectral methods

Small Variations of Basic Solution Method for Non-numerical OptimizationThe universal method for the solution of problems of non-numerical optimization is considered

On the convergence rate of an iterative method for the linearized navier-stokes equationsA considerably simpler and much more efficient method for Fréchet derivative inversion has been

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