E. Applications
Patterns
Organizer(s)
- Prof. Paul Fife
(fife@math.utah.edu)
Key note speaker
- Prof. Raymond E. Goldstein
(gold@physics.arizona.edu)
- The Viscous Nonlinear Dynamics of Twist and Writhe
Invited speakers
- Prof. Dr. John O. Kessler
(kessler@physics.arizona.edu)
- Modelling bioconvection at low and high volume fractions of swimming bacteria
- Prof. Ehud Meron
(ehud@bgumail.bgu.ac.il)
- Spatio-Temporal Phase Patterns in Forced Oscillatory Systems
- Prof. Yasumasa Nishiura
(nishiura@aurora.es.hokudai.ac.jp)
- Complex Pulse Dynamics in nonlinear dissipative systems
- Prof. Felix Otto
(otto@math.ucsb.edu)
- Spinodal decomposition in polymer solutions
- Prof. Hermann Riecke
(h-riecke@nwu.edu)
- Localized waves: worms in electroconvection
- Prof. Dr. Thomas Wanner
(wanner@math.umbc.edu)
- Spinodal Decomposition for the Cahn-Hilliard Model
Contributed talks
- Dirk Bloemker
(Dirk.Bloemker@Math.Uni-Augsburg.DE)
- Spinodal decomposition for the stochastic Cahn-Hilliard equation
- Dr. Jan Eisner
(eisner@math.cas.cz)
- Bifurcation of reaction-diffusion systems with nonstandard boundary conditions
- Dr. Fred Feudel
(fred@agnld.uni-potsdam.de)
- Lagrangian turbulence and the dynamo effect in Magnetohydrodynamics
- Dr. Milan Kucera
(kucera@math.cas.cz)
- Spatial patterns for reaction-diffusion systems with nonstandard boundary conditions
- Dr. Cristina Marcelli
(marcelli@unipg.it)
- Existence of bounded trajectories via upper and lower solutions
- Prof. Dr. Nikolay Nefedov
(nefedov@mt384.phys.msu.su)
- Asymptotics, existence and stability of solutions with internal layers of fast and slow elliptic systems
- Prof. Alexander Nepomnyashchy
(nepom@leeor.math.technion.ac.il)
- Convective Cahn-Hilliard models for kinetically controlled crystal growth
- Dr. Vivi Rottschäfer
(vivik@bu.edu)
- Co-dimension 2 phenomena in pattern formation
- Dr. José Sabina de Lis
(josabina@ull.es)
- Asymptotic profiles of nonlinear diffusion problems
- Prof. Eckehard Schöll
(schoell@physik.tu-berlin.de)
- Stabilizing unstable periodic orbits in reaction diffusion systems by global time-delayed feedback control
- Prof. Dr. Norbert Seehafer
(seehafer@agnld.uni-potsdam.de)
- Patterns in an electrically driven conducting fluid layer
- Prof. Dr. Maxim V. Shamolin
(shamolin@inmech.msu.su)
- Some Properties of Transcendent Integrable Dynamical Systems
equadiff@math.fu-berlin.de
Aug 07 1999