DOIAbstract
AbstractInterpolation techniques are developed for solving partial differential equations using implicit finite-difference methods on multi-component overlapping grid systems
AbstractInterpolation techniques are developed for solving partial differential equations using implicit finite-difference methods on multi-component overlapping grid systems
We propose some algorithms to solve the system of linens equations arising from the finite differenc...
Multigrid methods are studied for solving elliptic partial differential equations. Focus is on paral...
A two-grid discretization method for decou-pling systems of partial differential equation
AbstractInterpolation techniques are developed for solving partial differential equations using impl...
. Multilevel methods are generally based on a splitting of the solution space associated with a nest...
Finite difference method (FDM) is widely used to solve partial differential equations (PDE), for exa...
A number of experimental implementations of the multigrid algorithm for the solution of systems of p...
A finite difference procedure is presented for solving coupled sets of partial differential equation...
In this paper we discusss a simple finite difference method for the discretization of elliptic bound...
This paper explores the use of the software package, Matlab and Excel in the implementation of the f...
Since most partial differential equations (PDEs) do not have exact solutions, they are usually solve...
The numerical solution of elliptic partial differential equations by finite difference method
The multigrid method is applied to the numerical solution of elliptic equations on general composite...
This paper concerns the numerical solution of linear elasticity BV problems on composite grids. The ...
Extrapolation methods for the solution of partial differential equations are commonly based on the e...
We propose some algorithms to solve the system of linens equations arising from the finite differenc...
Multigrid methods are studied for solving elliptic partial differential equations. Focus is on paral...
A two-grid discretization method for decou-pling systems of partial differential equation
AbstractInterpolation techniques are developed for solving partial differential equations using impl...
. Multilevel methods are generally based on a splitting of the solution space associated with a nest...
Finite difference method (FDM) is widely used to solve partial differential equations (PDE), for exa...
A number of experimental implementations of the multigrid algorithm for the solution of systems of p...
A finite difference procedure is presented for solving coupled sets of partial differential equation...
In this paper we discusss a simple finite difference method for the discretization of elliptic bound...
This paper explores the use of the software package, Matlab and Excel in the implementation of the f...
Since most partial differential equations (PDEs) do not have exact solutions, they are usually solve...
The numerical solution of elliptic partial differential equations by finite difference method
The multigrid method is applied to the numerical solution of elliptic equations on general composite...
This paper concerns the numerical solution of linear elasticity BV problems on composite grids. The ...
Extrapolation methods for the solution of partial differential equations are commonly based on the e...
We propose some algorithms to solve the system of linens equations arising from the finite differenc...
Multigrid methods are studied for solving elliptic partial differential equations. Focus is on paral...
A two-grid discretization method for decou-pling systems of partial differential equation
Add to ORKG