SECOND GÖKOVA
GEOMETRY / TOPOLOGY CONFERENCE
A meeting on Low Dimensional Topology
May 24 - 29 (1993)
Gökova, Turkey
| R. Cohen | G. Masbaum | R. Stern | ||
| R. Fenn | G. Mikhalkin | R.Gompf | ||
| C. Rourke |
Scientific Committee : G.Tian, R.Stern, C. Vafa, R.Kirby, S.Akbulut
Organizing Commitee : T. Onder, T. Dereli, S. Kocak, S. Finashin
This conference is sponsored by International Symposium Program of TUBITAK (Turkish Scientific and Technical Council).
| Selman Akbulut | Universal relations in gauge theory (2 talks) |
| Ralph L. Cohen | Categories of critical points and geometric limits of instantons |
| Cohomology operations on Floer Homology | |
| Roger A. Fenn | Vassiliev theory |
| Braid permutation group | |
| Robert Gompf | Cutting and pasting symplectic manifolds (2 talks) |
| Gregor Masbaum | Construction of TQFT |
| Verlinde formulae for surfaces with spin structure | |
| Grigory Mikhalkin | Classifying manifolds up to blowing-up |
| Real algebraic curves on quadrics and cubics | |
| Yildiray Ozan | Algebraic quotients and coverings |
| Colin Rourke | James bundles (classifying spaces for links) |
| Haken's characterisation of S3 (Poincare conjecture revisited) | |
| Ronald Stern | Irreducible 4-manifolds (2 talks) |
| Andras Stipsicz | Leading coefficient of Donaldson invariant for elliptic surfaces |
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The participants of 2nd Gökova Geometry - Topology Conference
Table of contents of the proceedings
published by International Press
- A Fake 4-Manifold with \Pi_1 = Z and b+ = 4
Ronald Fintushel & Ronald J. Stern - Some New Symplectic 4-Manifolds
Robert E. Gompf - An Involution Permuting Floer Homology
Selman Akbulut - Graph Moduli Spaces and Cohomology Operations
Martin Betz & Ralph L. Cohen - Classification of Complex Surfaces
Andras Stipsicz & Zoltan Szabo - The Proof of Topological Nash Conjecture in Dimension 4
Grigory Mikhalkin - Characterization of the Three Sphere Following Haken
Colin Rourke - Model Categories and Topological Quantum Field Theories
Gregor Masbaum & Colin Rourke - Vassiliev Theory for Knots
Roger Fenn - Spherical Representation of The Link Quandles
Huseyin Azcan & Roger Fenn