Monday, May 24
MS23
Mathematical and Computational Issues in Dynamics and Turbulence
3:00 PM-5:00 PM
Room: Ballroom III
The mathematics of rotating and stratified flows, particularly the
reduced systems that emerge from asymptotic analyses, have played an
important role in developing useful conceptual frameworks, especially
in theoretical and numerical calculations. The minisymposium will aim
to establish rigorous results on the dynamics of such flows and focus
attention on problems that require careful mathematical analysis and
numerical algorithms. The speakers in this session will focus on
theoretical issues.
Organizers: Basil Nicolaenko and Alex Mahalov
Arizona State University
- 3:00-3:25 Geometric Approximation Methods in Ocean Modeling
- Darryl D. Holm, Los Alamos National Laboratory
- 3:30-3:55 On the Algebra of the Curl Operator for Euler and
Navier- Stokes Equations
- Ciprian Foias, Indiana University, Bloomington
- 4:00-4:25 Fast Singular Oscillating Limits of Stably
Stratified Three-Dimensional Euler-Boussinesq Equations
- Anatoli Babin, University California, Irvine; Alex
Mahalov and Basil Nicolaenko, Organizers
- Cancelled
4:30-4:55
Monge-Ampére Equations in Balanced Models
Ian Roulstone, United Kingdom Meteorological Office,
Berkshire, United Kingdom
- Don Jones, Arizona State University
MMD, 4/30/99