ICM'98
Section 5: Differential Geometry and Global Analysis
Local and global differential geometry. Applications of PDE to geometric
problems including harmonic maps and minimal submanifolds. Geometric
structures on manifolds. Symplectic and contact manifolds. Hamiltonian
systems, metric geometry.
Connections with sections 4, 6, 7, 8, 9, 10, 11
- Dmitri Burago
- Pennsylvania State University, University Park, USA
- Tobias Holck Colding
- New York University, USA.
- Simon K. Donaldson
- Stanford University, USA.
- Boris Dubrovin
- International School for Advanced Studies (SISSA), Trieste, Italy.
- Yakov Eliashberg
- Stanford University, USA.
- Sylvestre Gallot
- U. M. P. A., École Normale Supérieure de Lyon, France.
- Gerhard Huisken
- Universität Tübingen, Germany.
- Dominic Joyce
- Lincoln College, Oxford, UK.
- François Labourie
- Université Paris-Sud, Orsay, France.
- Joachim Lohkamp
- Universität Augsburg, Germany.
- Ulrich Pinkall
- TU Berlin, Germany.
- Leonid Polterovich
- Tel Aviv University, Israel.
- Yongbin Ruan
- University of Wisconsin-Madison, USA.
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ICM'98 homepage
Please send suggestions and corrections to: helmberg@zib.de
Last modified: February, 1998