Wednesday, May 12
MS6
Pattern Formation in Higher Order Differential Equations - Part I of III
(Invited Minisymposium)
(For Parts II and III, see MS21 and MS58)
4:00 PM-6:00 PM
Room: Georgia 7
In many physical models, one observes distinghuished spatial patterns
of evolving solutions. Questions about shape, multiplicity or
stability of these structures are of interest. The speakers in this
minisymposium will address those questions in broad range of second
and fourth order models with both discrete and continuous spacial variables.
Organizers: Stanislaus Maier-Paape and Robert Vandervorst
Georgia Institute of Technology
- 4:00-4:25 Conley-Floer
Theory for Lattice Systems: Introduction
- Robert Vandervorst, Organizer
- 4:30-4:55 Conley-Floer Theory and Traveling Waves in Lattices
- Konstantin Mischaikow, Georgia Institute of Technology;
John Mallet-Paret, Brown University; and Robert Vandervorst, Organizer
- 5:00-5:25 Bifurcations and Traveling Waves Between Patterns in
Spatially Discrete Systems
- John Mallet-Paret, Brown University
- 5:30-5:55 Traveling Waves for Continuous and Discrete Systems
- S-N. Chow, National University of Singapore, Singapore
LMH, 1/19/99, MMD, 3/25/99