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| [Projects
for eigenvalue computation] |
This project is an ongoing project of
the organization head.
This project focused on developing the high performance
numerical library in Japan, especially parallel algorithms
and implementations for PC-Clusters.
http://www.abc-lib.org/
The organization head was a member of this
project.
This project was one of the early projects for
developing high performance parallel numerical library
in Japan.
http://www.hints.org/
| The
Oxford Eigenvalue Project: |
This is a research project of The university
of OXFORD,
Computing Laboratory. The project is focused on new method
for very ill conditioned problems. Numerical analysis,
numerical computation algorithms and software, and application
of industry are also the aims of this project.
http://web.comlab.ox.ac.uk/oucl/research/grants/aw.html
| A Study
on parallel eigenvalue computation algorithm: |
This project partially supported on Fuji
Research Institute
Corporation.
http://www.fuji-ric.co.jp/ccse/project/ngcse/parallel/eigen/
The PRISM (Parallel Research on Invariant
Subspace Methods) project
focuses on developing basics of parallel eigenvalue computation
and algorithms.
Presently, the aim of this study is the Invariant Subspace
Decomposition algorithm for dense symmetric matrices.
http://www-unix.mcs.anl.gov/prism/
| [Library
for eigenvalue computation] |
The head was also a core member for developing
this library.
ILIB is the first library, which contains auto-tuning facilities
for parallel numerical library. The object codes for Japan super-computer
are only opened in this project (Presently, the source codes is not opened.)
http://www.super-computing.org/~katagiri/nadia.html
This library is one of the most famous
libraries for linear algebra
library.
Several kinds of solvers, for example eigenvalue problem and linear
equation
solvers, contain this library. In addition, the source codes of them are
free
and opened
.
http://www.netlib.org/lapack/
This is a parallel library for LAPACK.
This library has a high portability
based on LAPACK.
http://www.netlib.org/scalapack/
This is one of numerical libraries for
scientific and technology use.
This library was developed in FRENCH NATIONAL INSTITUTE FOR RESEARCH
IN COMPUTER SCIENCE AND CONTROL(INRIA）.
http://www-rocq.inria.fr/scilab/
This parallel numerical library was developed
in Japan Atomic Energy
Research Institute, Center for Promotion of Computational Science and
Engineering.
http://guide.tokai.jaeri.go.jp/program/
This is an eigensolver using Implicitly
Restarted Arnoldi method.
http://www.caam.rice.edu/software/ARPACK/
This reference is the result of joint
project of Fujitsu and
Australian National University (ANU).
http://anusf.anu.edu.au/Area4_Working_Notes/
| Ken
Stanley’s Symmetric Eigensolver Page: |
This is a reference for symmetric eigensolver
by Dr. Ken Stanley.
http://http.cs.berkeley.edu/~stanley/symeig/index.html
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