Parallel Numerical Algorithm
Parallel Linear Solver
Parallel Iterative Method
Multigrid Preconditioned Conjugate Gradient (MGCG) Method
A fast & robust solver for Poisson equation with strongly discontinuous coefficients. The MGCG method is a CG with MG preconditioning.
Slides
MGCG Method
Parallelization of MGCG and its performance
Conjugate Gradient
(In Japanese/KANJI)
Multigrid Method
(In Japanese/KANJI)
Publication
Software Distribution
Parallel Direct Method
LU Decomposition
Publication
Distribution
Parallel FFT
Libraries
PHASE
|
NHSE
[
PRM
] |
GAMS
ScaLAPACK
[
PRM
] |
PLAPACK
|
Aztec
|
JLAPACK
Berkeley AMR
Fortran Library
Language
Fortran Market
People
Jack Dongarra
|
Yousef Saad
|
Henk van der Vorst
|
James Demmel
|
Oliveira
Links
NA-NET
Sparse Solver
SuperLU
|
S+
Parallel Sparse Linear Equations Solver
MG
MGNET
(
PHASE
/
CERFACS
/
Kentucky
/
Yale
) |
German Scientific Computing
|
Multigrid Algorithm Library
|
Structured Adaptive Mesh Refinement
|
Introduction to Algebraic Multigrid
Prometheus
Finite Element Method
FEM Resources
[
Mesh Generators
] |
FEM Link
Wavelet
Wavelet Resources
Sparse Approximate Inverse
SPAI
SParse Approximate Inverse
ParaSails, Parallel Sparse Approximate Inverse Preconditioner
Osamu Tatebe
<
tatebe@etl.go.jp
>
Last modified: Tue Oct 16 16:04:00 JST 2001
