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IMA Tutorial
Numerical Methods for Bifurcation Problems
September 5-9, 1997

  Participants 

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

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  
Laboratory session  

 

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1997-1998 Emerging Applications of Dynamical Systems

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