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Fall 1997
IMA Tutorial
Numerical Methods for Bifurcation Problems
September 5-9, 1997
Speakers:
Eugene Allgower, Colorado State University
Wolf-Jürgen Beyn, Universität
Bielefeld
Eusebius Doedel,Concordia
University
Bernold Fiedler, Free University of Berlin
John
Guckenheimer ,Cornell
University
Herb Keller, California Inst. of Technology
Linda Petzold, Univ. of California-Santa Barbara
Mark Reichelt, The MathWorks, Inc
Werner Rheinboldt, University of Pittsburgh
Participants
This tutorial was designed as an introduction to topics covered
in the following weeks' workshop.
| FRIDAY, SEPTEMBER
5 |
W. Miller, R. Gulliver,
J. Guckenheimer |
Welcome and Orientation |
John Guckenheimer,
Cornell University |
Introduction to Bifurcation Theory |
Mark Reichelt,
The MathWorks, Inc. |
Numerical Integration Methods in Matlab |
Bernold Fiedler,
Free University of Berlin |
Introduction to Global Bifurcations |
| SATURDAY,
SEPTEMBER 6 |
Werner Rheinboldt,
University of Pittsburgh |
Algorithms for implicitly defined manifolds with applications
to bifurcations and differential-algebraic systems |
Linda Petzold,
Univ. of California, Santa Barbara |
Differential-Algebraic Equations and Stiff Systems of
ODE's |
| MONDAY,
SEPTEMBER 8 |
Wolf-Jürgen Beyn,
University of Bielefeld |
Numerical analysis of computing bifurcations |
Herbert B. Keller,
California Inst. of Technology |
Numerical methods for solving boundary-value problems |
Eusebius Doedel,
Concordia University |
AUTO -- Global algorithms for computing periodic orbits
and their bifurcations |
| TUESDAY,
SEPTEMBER 9 |
Eugene L. Allgower,
Colorado State University |
Multidimensional continuation |
| Panel Discussion |
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| Laboratory session |
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1997-1998
Emerging Applications of Dynamical Systems
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