Thu, 15 Mar 2007

14:00 - 15:00
Rutherford Appleton Laboratory, nr Didcot

New developments in LAPACKJ and ScaLAPACK

Sven Hammarling
(Numerical Algorithms Group & University of Manchester)
Abstract

In this talk we shall be looking at recent and forthcoming developments in the widely used LAPACK and ScaLAPACK numerical linear algebra libraries.

Improvements include the following: Faster algorithms, better numerical methods, memory hierarchy optimizations, parallelism, and automatic performance tuning to accommodate new architectures; more accurate algorithms, and the use of extra precision; expanded functionality, including updating and downdating and new eigenproblems; putting more of LAPACK into ScaLAPACK; and improved ease of use with friendlier interfaces in multiple languages. To accomplish these goals we are also relying on better software engineering techniques and contributions from collaborators at many institutions.

After an overview, this talk will highlight new more accurate algorithms; faster algorithms, including those for pivoted Cholesky and updating of factorizations; and hybrid data formats.

This is joint work with Jim Demmel, Jack Dongarra and the LAPACK/ScaLAPACK team.

Fri, 09 Mar 2007
14:15
Dennis Sciama LT

TBA

Beatriz de Carlos
(Southampton)
Thu, 08 Mar 2007
16:30
DH Common Room

Analysis for the Nonlinear Electrolyte Wedge Problem

Joseph Fehribach
(Worcester Polytechnic Institute, USA)
Abstract

This talk will discuss recent work on 3-phase junctions (electrolyte wedges)

in porous electrodes, including nonlinear reaction kinetics. Recent work on

reaction route representations (Kirchoff graphs) will also be discussed.

Thu, 08 Mar 2007
16:15
Fisher Room of NAPL

TBA

John March-Russell
(Oxford)
Wed, 07 Mar 2007
12:00
Comlab

Team Meeting

Guest speaker Antonio Orlando
(Swansea)
Abstract

The modelling of the elastoplastic behaviour of single

crystals with infinite latent hardening leads to a nonconvex energy

density, whose minimization produces fine structures. The computation

of the quasiconvex envelope of the energy density involves the solution

of a global nonconvex optimization problem. Previous work based on a

brute-force global optimization algorithm faced huge numerical

difficulties due to the presence of clusters of local minima around the

global one. We present a different approach which exploits the structure

of the problem both to achieve a fundamental understanding on the

optimal microstructure and, in parallel, to design an efficient

numerical relaxation scheme.

This work has been carried out jointly with Carsten Carstensen

(Humboldt-Universitaet zu Berlin) and Sergio Conti (Universitaet

Duisburg-Essen)