AbstractWe employ multi-level minimal residual smoothing (MRS) as a pre-optimization technique to accelerate standard multigrid convergence. The MRS method is used to improve the current multigrid iterate by smoothing its corresponding residual before the latter is projected to the coarse grid. We develop different schemes for implementing MRS technique on the finest grid and on the coarse grids, and several versions of the inexact MRS technique. Numerical experiments are conducted to show the efficiency of the multi-level and inexact MRS techniques
. We show how certain widely used multistep approximation algorithms can be interpreted as instances...
A simple, robust, and efficient procedure to accelerate multigrid algorithms is discussed in detail....
Accurate high-resolution simulation of cloth is a highly desired computational tool in graphics appl...
We employ multi-level minimal residual smoothing (MRS) as a pre-optimization technique to accelerate...
AbstractWe employ multi-level minimal residual smoothing (MRS) as a pre-optimization technique to ac...
We analyze the multigrid method accelerated by a minimal residual smoothing (MRS) technique. We prov...
A minimal residual smoothing (MRS) technique is employed to accelerate the convergence of the multi-...
summary:The technique for accelerating the convergence of the algebraic multigrid method is proposed
Abstract. An iterative method for solving a linear system Ax b produces iterates {xk with associated...
An implicit residual smoothing technique to enhance convergence properties of Runge-Kutta time stepp...
Unstructured multigrid techniques for relieving the sti#ness associated with high-Reynolds number vi...
A multigrid solver is defined as having textbook multigrid efficiency (TME) if the solutions to the ...
Abstract. Various forms of sparse approximate inverses (SAI) have been shown to be useful for precon...
summary:An algorithm for using the preconditioned conjugate gradient method to solve a coarse level ...
The paper presents the development and investigation of an adaptive-smoothing (AS) procedure in conj...
. We show how certain widely used multistep approximation algorithms can be interpreted as instances...
A simple, robust, and efficient procedure to accelerate multigrid algorithms is discussed in detail....
Accurate high-resolution simulation of cloth is a highly desired computational tool in graphics appl...
We employ multi-level minimal residual smoothing (MRS) as a pre-optimization technique to accelerate...
AbstractWe employ multi-level minimal residual smoothing (MRS) as a pre-optimization technique to ac...
We analyze the multigrid method accelerated by a minimal residual smoothing (MRS) technique. We prov...
A minimal residual smoothing (MRS) technique is employed to accelerate the convergence of the multi-...
summary:The technique for accelerating the convergence of the algebraic multigrid method is proposed
Abstract. An iterative method for solving a linear system Ax b produces iterates {xk with associated...
An implicit residual smoothing technique to enhance convergence properties of Runge-Kutta time stepp...
Unstructured multigrid techniques for relieving the sti#ness associated with high-Reynolds number vi...
A multigrid solver is defined as having textbook multigrid efficiency (TME) if the solutions to the ...
Abstract. Various forms of sparse approximate inverses (SAI) have been shown to be useful for precon...
summary:An algorithm for using the preconditioned conjugate gradient method to solve a coarse level ...
The paper presents the development and investigation of an adaptive-smoothing (AS) procedure in conj...
. We show how certain widely used multistep approximation algorithms can be interpreted as instances...
A simple, robust, and efficient procedure to accelerate multigrid algorithms is discussed in detail....
Accurate high-resolution simulation of cloth is a highly desired computational tool in graphics appl...