Abstract: The multigrid algorithm for elliptic equations on curvilinear grids have been considered. The finite volume method have been used. It is supposed, that coefficients of the equations are discontinuous. It leads to the necessity of using grids adaptive to the break lines. The method rate of convergence at various parameters have been illustrated.Note: Research direction:Mathematical modelling in actual problems of science and technic
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...
Multigrid methods are studied for solving elliptic partial differential equations. Focus is on paral...
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...
Multigrid methods have been very active area of research since it was introduced in 1960’[19]. It is...
This paper is devoted to developing a complete algorithm for solving a class of 3D elliptic equation...
Abstract: We present the difference method for elliptic equations appearing in connection ...
A robust solver for the elliptic grid generation equations is sought via a numerical study. The syst...
Abstract: Multigrid method is widely used for computations of diffusion, fluid dynamics, e...
SIGLEAvailable from British Library Document Supply Centre- DSC:7578.615(OUCL-NAG-R--92/16) / BLDSC ...
In this paper we present a one dimensional second order accurate method to solve Elliptic equations ...
Abstract: We introduce an adaptive algebraic multigrid method (AMG) for numerical solution...
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...
The multigrid method is applied to the numerical solution of elliptic equations on general composite...
Approximate solutions of elliptic boundary value problems can be obtained by using finite elements. ...
Approximate solutions of elliptic boundary value problems can be obtained by using finite elements. ...
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...
Multigrid methods are studied for solving elliptic partial differential equations. Focus is on paral...
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...
Multigrid methods have been very active area of research since it was introduced in 1960’[19]. It is...
This paper is devoted to developing a complete algorithm for solving a class of 3D elliptic equation...
Abstract: We present the difference method for elliptic equations appearing in connection ...
A robust solver for the elliptic grid generation equations is sought via a numerical study. The syst...
Abstract: Multigrid method is widely used for computations of diffusion, fluid dynamics, e...
SIGLEAvailable from British Library Document Supply Centre- DSC:7578.615(OUCL-NAG-R--92/16) / BLDSC ...
In this paper we present a one dimensional second order accurate method to solve Elliptic equations ...
Abstract: We introduce an adaptive algebraic multigrid method (AMG) for numerical solution...
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...
The multigrid method is applied to the numerical solution of elliptic equations on general composite...
Approximate solutions of elliptic boundary value problems can be obtained by using finite elements. ...
Approximate solutions of elliptic boundary value problems can be obtained by using finite elements. ...
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...
Multigrid methods are studied for solving elliptic partial differential equations. Focus is on paral...
This paper discusses multigrid for high dimensional partial differential equations (PDEs). We presen...