Wednesday July 27/4:30

CP21/Seabreeze

Bifurcation Theory, Dynamical Systems and Hydrodynamic Stability

• 4:30: Local Two Parameter Bifurcation Analysis of the Broken 0(2) Hopf Normal Form. Christopher N. Folley and Anil K. Bajaj, Purdue University, West Lafayette
• 4:45: Slow Passage through Bifurcations in Hamiltonian Systems. Arvind Raman, University of California, Berkeley; and Anil K. Bajaj, Purdue University, West Lafayette
• 5:00: Folds and Bifurcations in the Solutions of Semi-Explicit Differential-Algebraic Equations. Harald von Sosen and Herbert B. Keller, California Institute of Technology
• 5:15: A Nonlinear Approach for Data Analysis and the Reduction of Dynamical Systems. Michael J. Kirby and Rick Mirand, Colorado State University
• 5:30: Magnetohydrodynamic Instabilities with Symmetries. E. Maschke, E. Pineau, and B. Saramito, Universite Clermont 2, France
• 5:45: Stability of the Symmetric Flows Past a Cylinder and a Sphere. Simon J. Tavener, Pennsylvania State University
• 6:00: Spatial Bifurcations of Interfacial Capillary-Gravity Waves When the Phase and Group Velocities are Nearly Equal. Paul Christodoulides, Institut Non-Lineaire de Nice, France; and Tom Bridges, Universitat Stuttgart, Germany
• 6:15: On the Stability of Projected Dynamical Systems. Ding Zhang and Anna Nagurney, University of Massachusetts, Amherst
• 6:30: Output Feedback Tracking Control of Euler-Lagrange Systems: The General Rotating Machine. Romeo Ortega, Universite de Compiegne, France and Gerardo Espinosa-Perez, Universidad National Autonoma de Mexico, Mexico
• 6:45: Word Problems and the Centers of Abel Differential Equations. M.A.M. Alwash, Yarmouk University, Jordan