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Numerical Methods for Bifurcation Problems and Large-Scale Dynamical Systems
herausgegeben von Eusebius Doedel und Laurette S. TuckermanInhaltsverzeichnis
- Numerical bifurcation techniques for chemical reactor problems.
- Path-following of large bifurcation problems with iterative methods.
- On the bifurcation from continuous to segmented chip formation in metal cutting.
- Using dynamical system tools in Matlab.
- Formation and instabilities of coherent structures in channel flows.
- Applications of smooth orthogonal factorizations of matrices.
- Continuation of codimension-2 equilibrium bifurcations in Content.
- Inclination-flips in the unfolding of a singular heteroclinic cycle.
- Investigating torus bifurcations in the forced Van der Pol oscillator.
- Quasiperiodic response to parametric excitations.
- Self-organized criticality: analysis and simulation of a ID sandpile.
- Computation and bifurcation analysis of periodic solutions of large-scale systems.
- Multiple equilibria and stability of the north-atlantic wind-driven ocean circulation.
- Numerical exploration of bifurcation phenomena associated with complex instability.
- Chaos in traveling waves of lattice systems of unbounded media.
- Pattern formation in a cellular slime mold.
- Global parametrization and computation of resonance surfaces for periodically forced oscillators.
- Computing invariant tori and circles in dynamical systems.
- A Design problem for image processing.
- Bifurcation analysis for timesteppers.
- List of participants.



