[NotiAMCA] Advanced School on Numerical Solutions of PDE

Victorio Sonzogni sonzogni en intec.unl.edu.ar
Lun Sep 17 11:37:03 ART 2007

Advanced School on Numerical Solutions
of Partial Differential Equations
New Trends and Applications

Barcelona, November 15 to 21, 2007

Dear Colleague,

We are pleased to inform you about the Advanced School on Numerical
Solutions of Partial Differential Equations: New Trends and Applications.
This school on simulation and numerical analysis of Partial Differential
equations (PDEs) is aimed at master students, PhD students, recent PhD
doctorates, and researchers in general willing to update their knowledge
with recent developments on numerical techniques that play an important role
in the international scene. The school is the first of a series, born with
the objective of being an occasion for researchers to catch up with
important developments in the field and/or to get in touch with
state-of-the-art numerical techniques that are not covered in usual PhD
courses at national level.

The courses and speakers of the Advanced school are:

1. Wavelets and wavelet-like techniques in the numerical solution of Partial
Differential Equations by Silvia Bertoluzza, Consiglio Nazionale delle
Ricerche - Pavia, Italy.

2. Discontinuous Galerkin Methods for Systems Conservation Laws by Jaume
Peraire, Massachusetts Institute of Technology, USA. 

3. High order shock capturing schemes for balance laws by Giovanni Russo,
Università di Catania, Italy. 

4. Discontinuous Galerkin Methods: General Approach and Stability by
Chi-Wang Shu, Brown University, USA.

You are invited to visit the Conference website at
for updated information about the Advanced school organization. 

There are a limited number of grants covering accommodation addressed to
young researchers. The deadline for application is September 22, 2007.

Please do not hesitate to contact Secretariat (nportet en crm.cat) for any

We thank you in advance for your interest and cooperation towards the
success of the Advanced School on Numerical Solutions of PDE'S.

Best regards,

José A. Carrillo, ICREA-UAB
Rosa Donat, UV
Carlos Parés, UMA
Yolanda Vidal, UPC

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