A. Dynamical Systems
Homoclinic Tangencies
Organizer(s)
- Ale Jan Homburg
(alejan@ipst.umd.edu)
- Prof. Dr. Floris Takens
(f.takens@math.rug.nl)
Key note speaker
- Prof. Marcelo Viana
(viana@impa.br)
- Recent developments in chaotic dynamics
Invited speakers
- Ale Jan Homburg
(alejan@ipst.umd.edu)
- Periodic and strange attractors near saddle-focus homoclinic orbits
- Dr. Carlos Morales
(morales@impa.br)
- On singularities robustly accumulated by periodic orbits
- Dr. Warwick B. Tucker
(warwick@impa.br)
- The Lorenz attractor exists
- Dr. Dmitry Turaev
(turaev@wias-berlin.de)
- Arbitrarily complicated dynamics near homoclinic cycles
Contributed talks
- Prof. Mohamed Belhaq
(belhaq@facsc-achok.ac.ma)
- Bifurcations in three-dimensional systems: Asymptotic treatment
- Dr. Sergey Gonchenko
(gonchenko@focus.nnov.ru)
- Homoclinic tangencies and omega-moduli
- Dr. Mohamed Houssni
(mhoussni@hotmail.com)
- Control of chaos in averaged quasi-periodically excited system
- Dr. Jürgen Knobloch
(knobi@mathematik.tu-ilmenau.de)
- Dynamics near non-transversal homoclinic points
- Dr. Bernd Krauskopf
(B.Krauskopf@bristol.ac.uk)
- Resonant homoclinic flip bifurcations: a numerical investigation
- Prof. Lev M. Lerman
(lermanl@unn.ac.ru)
- On the structure and bifurcations in a generic unfolding of a 2 d.o.f. Hamiltonian system with the contour with two saddle-foci
- Dr. Mikhail Shashkov
(shashkov@unn.ac.ru)
- Impossibility of complete bifurcation description for some classes of system with simple dynamics
- Prof. Alexander Vakakis
(avakakis@uiuc.edu)
- A Method for Computing the Homoclinic Orbits of the Lorenz System
equadiff@math.fu-berlin.de
Aug 07 1999