Abstract
The Trilinos Project is an effort to develop parallel solver algorithms
and libraries within an object-oriented software framework for the
solution of large-scale, complex multi-physics engineering and scientific
applications. Trilinos is a freely available software framework (via LGPL)
that delivers a large and rapidly growing collection of mathematical
solver software. In this workshop we provide an overview of Trilinos and
its unique package architecture, briefly describing the 21 packages that
will be part of Release 4, scheduled for May 2004. This is followed by
more detailed discussions of some of the primary Trilinos packages,
including
Epetra
(linear algebra services),
AztecOO
(Krylov linear solvers),
ML
(multi-level preconditioners)
NOX
(nonlinear solvers),
LOCA
(continuation and bifurcation methods), and
Belos/
Anasazi
(block iterative linear and eigen solvers). Full details of Trilinos and links
to package websites can be found at the
Trilinos home page.
Schedule of talks:
- 7:30 - 7:55:
- Trilinos Overview
(Mike Heroux)
[abstract]
[presentation]
- 7:55 - 8:20:
- Multilevel Preconditioners in ML
(Jonathan Hu)
[abstract]
[presentation]
- 8:20 - 8:45:
- Combining Trilinos Packages to Solve Linear Systems
(Mike Heroux)
[abstract]
[presentation]
- 8:45 - 9:10:
- NOX: An Object-Oriented Nonlinear Solver Package
(Roger Pawlowski)
[abstract]
[presentation]
- 9:10 - 9:35:
- Continuation and Bifurcation Methods using LOCA
(Eric Phipps)
[abstract]
[presentation]
- 9:35 - 10:00:
- Block Linear and Eigen Solvers using Belos and
Anasazi
(Heidi Thornquist)
[abstract]
[presentation]
