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Integrable Systems and abelian Varieties
Student-Run Geometry/Topology Seminar| Speaker: | Michael Semmel, University of Mainz, Germany |
| Location: | 2112 MSB |
| Start time: | Wed, Nov 28 2012, 4:10PM |
Thirty years ago, M. Adler and P. van Moerbeke developed a strategy to study the algebraic geometry of integrable systems arising from Poisson commuting Hamiltonians. We apply the procedure on a system with two degrees of freedom discovered by Dorizzi-Grammaticos-Ramani, which is related to an abelian surface with (1:6)-polarisation.