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List of Talks
given in 1999-2000
Monday, September 13 |
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Yulij Ilyashenko, Cornell University and Moscow State University
Minimal attractors |
Monday, September 20 |
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John Hubbard, Cornell University
How to prove KAM in the simplest case |
Monday, September 27 |
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John Hubbard, Cornell University
A proof of KAM in the simplest case, part 2 |
Friday, October 1 |
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Mike Shub, IBM
Stable ergodicity |
Friday, October 15 |
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Kaushal Verma, Syracuse University
Hyperbolic automorphisms and holomorphic motions in two complex
variables |
Monday, October 25 |
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Tadashi Tokieda, University of Illinois at Urbana-Champaign
and the Université du Quebec a Montréal Perturbation
theory for symmetric hamiltonian systems |
Tuesday, October 26 |
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Anton Borisiuk, Moscow State University
Global bifurcations on the Klein bottle |
Friday, October 29 |
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Svetlana Katok, Pennsylvania State University Rigidity
of measurable structure for algebraic actions of higher-rank abelian
groups |
Monday, November 15 |
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Rob Benedetto, University of Rochester
Dynamics of p-adic rational functions |
Monday, November 22 |
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John Guckenheimer, Cornell University
Canards in a model of reciprocal inhibition |
Monday, November 29 |
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Yutaka Ishii, Cornell University
A two-dimensional kneading theory for Lozi maps and their entropy
formulae |
Monday, January 31 |
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John Hubbard, Cornell University
Newton's method in two complex variables |
Monday, February 7 |
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John Hubbard, Cornell University
Newton's method in two complex variables, part 2 |
Monday, February 14 |
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Carsten Petersen, Cornell University
On critical holomorphic quasi circle maps |
Monday, February 21 |
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Carsten Petersen, Cornell University
On critical holomorphic quasi circle maps |
Monday, February 28 |
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Adam Epstein, Cornell University
(Limits of) quadratic rational maps with a (degenerate) parabolic
fixed point |
Monday, March 6 |
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Saeed Zakeri, University of Pennsylvania
Dynamics of cubic Siegel polynomials |
Monday, March 27 |
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Andrey Shilnikov, Cornell University
Blue-sky catastrophe bifurcation |
Monday, April 10 |
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Dierk Schleicher, SUNY at Stony Brook
The dynamics of exponential maps and the dimension paradox |
Last modified:
March 25, 2004
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