nonsymmetric dynamics
ML 5.0 Smoothed Aggregation User's Guide - Trilinos - Sandia ...
ML 5.0 Smoothed Aggregation User's Guide - Trilinos - Sandia ...
- No tags were found...
You also want an ePaper? Increase the reach of your titles
YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.
smoother: ifpack level-of-fill ⋆ [double] Specifies fill-level for Ifpack incomplete<br />
factorization methods. ML will internally<br />
interpret this as an integer where appropriate.<br />
Default: 0.0.<br />
smoother: ifpack overlap ⋆ [int] Specifies subdomain overlap if Ifpack<br />
smoothers are used. Default: 1.<br />
smoother: ifpack relative<br />
threshold ⋆<br />
smoother: ifpack absolute<br />
threshold ⋆<br />
[double] Specifies relative threshold for perturbing<br />
matrix diagonal. See [18] for details.<br />
Default: 1.0.<br />
[double] Specifies absolute threshold for perturbing<br />
matrix diagonal. See [18] for details.<br />
Default: 0.0.<br />
smoother: Chebyshev alpha ⋆ [double] Chebyshev smoother will damps errors<br />
between ρ and ρ/alpha where ρ is the spectral<br />
radius of diag(A) −1 A. Default: 20.<br />
smoother: user-defined function [int (*)(ML Smoother *, int inLength,<br />
double *invec, int outLength, double<br />
*outvec)] Pointer to user-defined smoothing<br />
function. Default: NULL.<br />
smoother: user-defined name [string] Label for user-defined smoother. Default:<br />
“User-defined”.<br />
smoother:<br />
symmetric<br />
Hiptmair efficient<br />
[bool] Reduce the preconditioner computational<br />
work while maintaining symmetry by doing<br />
edge-then-node relaxation on the first leg of<br />
the V-cycle, and node-then-edge relaxation on<br />
the second leg. Default: true.<br />
smoother: petsc ksp ⋆ [void*] A fully-constructed PETScKSP<br />
smoother. Can only be used on finest level with<br />
a matrix of type Epetra PETScAIJMatrix,<br />
part of the EpetraExt package.<br />
subsmoother: type ⋆ [string] Smoother to be used as a subsmoother<br />
on the nodal and edge subproblems within<br />
Hiptmair smoothing. It can assume one of<br />
the following values: Chebyshev, symmetric<br />
Gauss-Seidel, ILU, IC, ILUT, ICT. Default:<br />
Chebyshev.<br />
28