On an integrable case of Kozlov-Treshchev Birkhoff integrable potentials
Date
2007ISSN
1560-3547Source
Regular and Chaotic DynamicsVolume
12Issue
2Pages
160-171Google Scholar check
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We establish, using a new approach, the integrability of a particular case in the Kozlov-Treshchev classification of Birkhoff integrable Hamiltonian systems. The technique used is a modification of the so called quadratic Lax pair for Dn Toda lattice combined with a method used by M. Ranada in proving the integrability of the Sklyanin case. © Pleiades Publishing, Ltd. 2007.