CP6 ~ Sunday, May 21, 1995 ~ 2:30 PM

Models: Complex Ginzburg-Landau Equation

Global Structure of Spiral-Domain Patterns
Tomas Bohr, Niels Bohr Institute, Denmark; Greg Huber, University of California, Berkeley and Niels Bohr Institute, Denmark; and Edward Ott, University of Maryland, College Park
Persistence of NLS Traveling Waves under a Complex Ginzburg-Landau Perturbation
Gustavo Cruz-Pacheco, Los Alamos National Laboratory
Exploring Inertial Range Behavior in the NLS Limit of the Complex Ginzburg-Landau Equation
Donald Stark, Los Alamos National Laboratory
Spatio-Temporal Chaos in Parametrically Excited Waves
Glen D. Granzow and Hermann Riecke, Northwestern University
Fronts and Solitary Waves in a Ginzburg-Landau Equation Coupled to a Mean Field
Hermann Riecke, Northwestern University; Henar Herrero, Universidad de Navarra, Spain; and Wouter-Jan Rappel, Northeastern University
The Core Instability of Vortices in Oscillatory Media
Igor Aranson, Bar-Ilan University, Israel; Lorenz Kramer and Andreas Weber, Physikalisches Institüt der Universität Bayreuth, Germany