Add to ORKGThe construction of effective iteration methods for the solution of elliptic problems is the aim of the paper. As a result the economical multicomponent difference schemes and iteration processes, permitting the parallelization of calculations, for elliptic eqations in regions with a curvilinear boundary have been constructed. The problem of the selection of optimum iteration methods has been solved. The numerical calculations of various test problems on the algorithms constructed have been held. The paper results may find their field of application in the solution of stationary multidimensional problems of mathematical physicsAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
The work covers the iteration models of solving non-linear problems. The aim is to investigate the c...
The study deals with systems of linear algebraic equations of a special kind developing in mixed met...
We describe an application of the multigrid iteration to the collocation approximation for elliptic ...
Abstract: We present the difference method for elliptic equations appearing in connection ...
Abstract: Multigrid method is widely used for computations of diffusion, fluid dynamics, e...
The substantiation of the method of return to a subspace has been given in the paper. Effective re-s...
The paper is concerned with the approximate methods of solving boundary problems for integro-differe...
The labour content decrease for algorithms of the Monte Carlo method for the solution of the Helmhol...
In this work, after a theoretical explanation of the monotone iteration method, there are presented ...
Alternating-direction iterative methods are developed for the algebraic equations associated with t...
Quasilinear elliptic equations are investigated in the paper aiming at the transfer of the solution ...
AbstractFor the solution of elliptic problems, fractional step methods and in particular alternating...
In this work, after a theoretical explanation of the monotone iteration method, there are presented ...
The development of approximate methods for the solution of non-linear equations and variation proble...
Abstract: The two-step algorithm for solving problems with a linear elliptic operator, for...
The work covers the iteration models of solving non-linear problems. The aim is to investigate the c...
The study deals with systems of linear algebraic equations of a special kind developing in mixed met...
We describe an application of the multigrid iteration to the collocation approximation for elliptic ...
Abstract: We present the difference method for elliptic equations appearing in connection ...
Abstract: Multigrid method is widely used for computations of diffusion, fluid dynamics, e...
The substantiation of the method of return to a subspace has been given in the paper. Effective re-s...
The paper is concerned with the approximate methods of solving boundary problems for integro-differe...
The labour content decrease for algorithms of the Monte Carlo method for the solution of the Helmhol...
In this work, after a theoretical explanation of the monotone iteration method, there are presented ...
Alternating-direction iterative methods are developed for the algebraic equations associated with t...
Quasilinear elliptic equations are investigated in the paper aiming at the transfer of the solution ...
AbstractFor the solution of elliptic problems, fractional step methods and in particular alternating...
In this work, after a theoretical explanation of the monotone iteration method, there are presented ...
The development of approximate methods for the solution of non-linear equations and variation proble...
Abstract: The two-step algorithm for solving problems with a linear elliptic operator, for...
The work covers the iteration models of solving non-linear problems. The aim is to investigate the c...
The study deals with systems of linear algebraic equations of a special kind developing in mixed met...
We describe an application of the multigrid iteration to the collocation approximation for elliptic ...