in the Project Connecting orbits:
- 5/96 Y.-K. Zou, W.-J. Beyn
Discretizations of Dynamical Systems with a Saddle-Node Homoclinic Orbit.
- 6/96 W.-J. Beyn, W. Kleß
Numerical Taylor Expansions of Invariant Manifolds in Large
Dynamical Systems.
- 50/96 W.-J. Beyn, T. Göke
A note on the Hopf stability formula under nonresonance conditions.
- 59/96 M. Stiefenhofer
Singular Perturbation with Hopf Points in the Fast Dynamics.
- 61/96 M. Stiefenhofer
Singular Perturbation with Limit Points in the Fast Dynamics.
- 15/97 W.-J. Beyn, M. Stiefenhofer
A direct approach to homoclinic orbits in the fast dynamics of singular
perturbed systems.
- 10/98 M. Stiefenhofer
Unfolding singularly perturbed Bogdanov points.
- 63/98 C. Alscher, W.-J. Beyn
Simulating the motion of the leech: A biomechanical application of DAEs.
- 19/99 W.-J. Beyn, J. Lorenz
Stability of Traveling Waves: Dichotomies and Eigenvalue Conditions on
Finite Intervals.
- 30/99 W.-J. Beyn, W. Kleß, Vera Thümmler
A continuation framework for invariant subspaces
and its application to traveling waves.
- 25/00 T. Pampel
Numerical approximation of connecting orbits with asymptotic rate.
- 31/00 W.-J. Beyn, T. Pampel, W. Semmler
Dynamic optimization and Skiba sets in economic examples.
in other Projects of the Schwerpunktprogramm.
DFG-Project Connecting orbits (Bielefeld)
DFG-Schwerpunktprogramm Dynamik (Berlin)
Thorsten Pampel, 2000-05-22
Department of Mathematics |
University of Bielefeld