A. Dynamical Systems
Singular Perturbations
Organizer(s)
- Prof. Peter Szmolyan
(ps@umbriel.tuwien.ac.at)
- Prof. David Terman
(terman@math.ohio-state.edu)
Key note speaker
- Prof. Peter Szmolyan
(ps@umbriel.tuwien.ac.at)
- Geometric Singular Perturbation Theory
Invited speakers
- Prof. Dr. Freddy Dumortier
(freddy.dumortier@luc.ac.be)
- Geometric singular perturbation theory beyond normal hyperbolicity
- Prof. George Haller
(haller@cfm.brown.edu)
- Geometric singular perturbation theory in infinite dimensions
- Prof. Dr. Nikolay Nefedov
(nefedov@mt384.phys.msu.su)
- Asymptotic Method of Differential Inequalities
- Prof. Anatoly I. Neishtadt
(aneishta@iki.rssi.ru)
- Captures into resonance and scattering on resonance:An example from charged particles dynamics
- Prof. Dr. Reinhard Schäfke
(schaefke@math.u-strasbg.fr)
- Gevrey Asymptotics in Singular Perturbations of ODE
- Prof. David Terman
(terman@math.ohio-state.edu)
- Propagating Activity Patterns in Neuronal Networks
Contributed talks
- Dr. Nils Berglund
(berglund@wias-berlin.de)
- Bifurcations, scaling laws and hysteresis in singularly perturbed system
- Dr. Adriana B. Bohé
(bohe@math.jussieu.fr)
- Exponential sensitivity in some singularly perturbed boundary value problems
- Dr. Igor Cherevko
(cherevko@math.chdu.cv.ua)
- Integral Manifolds in the Theory of Singularly Perturbed Differential-Difference Equations
- Prof. A. Raouf Chouikha
(chouikha@math.univ-paris13.fr)
- The period function of non homogeneous differential equations
- Dr. Emilia Fridman
(emilia@eng.tau.ac.il)
- Invariant manifolds approach to optimal control of nonlinear singulalrly perturbed systems
- Prof. Serguei Frolovitchev
(frolovit@amath.msk.ru)
- Multiplicative solution asymptotics for singularly perturbed parabolic boundary value problems.
- Prof. Valery A. Gaiko
(vlrgk@cit.org.by)
- Limit Cycles of Polynomial Dynamical Systems
- Prof. Yuri Golovaty
(holovaty@usk.pk.edu.pl)
- On WKB asymptotic expansion of high frequency proper vibrations in stiff problems.
- Markus Kunze
(mkunze@mi.uni-koeln.de)
- Radiation Reaction and Center Manifolds
- Dr. Wim T. van Horssen
(W.T.vanHorssen@twi.tudelft.nl)
- A perturbation method based on integrating vectors
- Dr. Oleksandr E. Zernov
(zernov@usm.tm.odessa.ua)
- On the asymptotic behaviour of solutions of singular initial value problems
equadiff@math.fu-berlin.de
Aug 07 1999