Parallel Numerical Methods for Partial Differential EquationsJanuary 28, 2008
June 9–20, 2008
University of Wyoming
Purpose: To bring participants to a good understanding of the numerical methods presently in use for the solution of partial differential equations and provide hands-on experience with their implementation in a modern computer environment. Emphasis will be put on high-order accurate methods for time-dependent problems, such as spectral element and discontinuous Galerkin methods. Applications include numerical solution of fluid flow equations, electromagnetic wave propagation, and weather and climate prediction.
Speakers: Jan Hesthaven (Brown University), Henry Tufo (University of Colorado Boulder and National Center for Atmospheric Research), and Tim Warburton (Rice University).
Sponsors: Rocky Mountain Mathematics Consortium. IMA and NSF funding pending.
Deadline for application/abstracts of talks: April 1, 2008.
Organizers: D. Stanescu and A.D. Porter (University of Wyoming). Information: D. Stanescu, Department of Mathematics, University of Wyoming, Laramie, WY 82071; firstname.lastname@example.org; http://www.uwyo.edu/rmmc_2008.