Tuesday July 26/1:45
MS25/Seabreeze

Analysis and Applications of Hamiltonian Systems (Part 2 of 2)

(For part 1, see MS16.) Organizers: John H. Maddocks University of Maryland, College Park, and Kenneth R. Meyer, University of Cincinnati

1:45: A Minimum Action Principle for Instability in Time Reversible Systems Daniel Offin, Queen's University, Canada
2:15: "Soliton" Type Solutions in Nonintegrable Lattices and the Fermi-Pasta-Ulam Problem Gero Friesecke, Carnegie Mellon University
2:45: Non-Collision Singularities in a Model 3-Body Problem Fred Blundell, Robert Devaney, Nuria Fagella, Samuel Kaplan, and Glen R. Hall, Boston University
3:15: Algorithms for Infinite Dimensional Hamiltonian Systems that Preserve Exactly the Energy and the Momentum Map: Application to Nonlinear Elasticity and Rods Juan C. Simo, Stanford University