CORNELL
TOPOLOGY
FESTIVAL*
May 1-4, 2003
Thanks to all participants for making the 41st Annual Cornell
Topology Festival a success.
The speakers were:
- DROR BAR-NATAN (Hebrew University and University of Toronto)
THE UNREASONABLE AFFINITY OF KNOT THEORY
AND THE ALGEBRAIC SCIENCES
- JOAN BIRMAN (Barnard College, Columbia University)
STABILIZATION IN THE BRAID GROUPS
- FRED COHEN (University of Rochester)
BRAID GROUPS, THE TOPOLOGY OF CONFIGURATION
SPACES, AND HOMOTOPY GROUPS
- BENSON FARB (University of Chicago)
HIDDEN SYMMETRIES OF RIEMANNIAN MANIFOLDS
- GILBERT LEVITT (Université Paul Sabatier, Toulouse)
AUTOMORPHISMS OF CANONICAL SPLITTINGS
- JOHN MEIER (Lafayette College)
ASYMPTOTIC COHOMOLOGY FOR THE MOTION GROUP
OF A TRIVIAL n-COMPONENT LINK
- JUSTIN ROBERTS (UC San Diego)
ROZANSKY-WITTEN THEORY
- DYLAN THURSTON (Harvard University)
HOW EFFICIENTLY DO 3-MANIFOLDS BOUND 4-MANIFOLDS?
- ULRIKE TILLMANN (University of Oxford)
THE TOPOLOGY OF THE SPACE OF STRINGS
- ALAIN VALETTE (Université de Neuchâtel)
VANISHING RESULTS FOR THE FIRST L2
BETTI NUMBER OF A GROUP
- KAREN VOGTMANN (Cornell University)
GRAPH HOMOLOGY AND OUTER SPACE
*This material is based upon work supported by the National Science Foundation under Grant No. 0244361. Any opinions, findings, and conclustions or recommendations expressed in this material are those of the organizers or authors and do not necessarily reflect the views of the National Science Foundation (NSF).
**A Klein bottle donated by Acme Klein bottles was awarded to a randomly
selected contributor to the preprint table.