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A new integrable system on the sphere
preprint
posted on 2005-07-21, 14:43 authored by Holger R. Dullin, Vladimir S. MatveevWe present a new Liouville-integrable natural Hamiltonian system
on the (cotangent bundle of the) sphere S2. The second integral is
cubic in the momenta.
History
School
- Science
Department
- Mathematical Sciences
Pages
171420 bytesPublication date
2004Notes
This pre-print has been submitted, and accepted, to the journal, Mathematical Research Letters. The definitive version: DULLIN, H.R. and MATVEEV, V.S., 2004. A new integrable system on the sphere. Mathematical Research Letters, 11(5-6),pp. 715-722.Language
- en