New variables of separation for particular case of the Kowalevski top

A. V. Tsiganov; A.V. Borisov; A.V. Tsiganov; A.V. Tsiganov; A.V. Tsiganov; A.V. Tsiganov; A.V. Tsiganov; A.V. Tsiganov; A.V. Tsiganov; A.V. Tsiganov; A.V. Vershilov; B.A. Dubrovin; C.G. J. Jacobi; D. Markushevich; F. Magri; F. Richelot; F.A. Smirnov; G. Falqui; H.M. Yehia; M. Audin; S. Kowalevski; S. Matsutani; S. Rauch-Wojciechowski; S.P. Novikov; V. B. Kuznetsov

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New variables of separation for particular case of the Kowalevski top

Authors: A. V. Tsiganov
A.V. Borisov
A.V. Tsiganov
A.V. Tsiganov
A.V. Tsiganov
A.V. Tsiganov
A.V. Tsiganov
A.V. Tsiganov
A.V. Tsiganov
A.V. Tsiganov
A.V. Vershilov
B.A. Dubrovin
C.G. J. Jacobi
D. Markushevich
F. Magri
F. Richelot
F.A. Smirnov
G. Falqui
H.M. Yehia
M. Audin
S. Kowalevski
S. Matsutani
S. Rauch-Wojciechowski
S.P. Novikov
V. B. Kuznetsov
Publication date: 30 January 2010
Publisher: 'Pleiades Publishing Ltd'
Doi

Abstract

We discuss the polynomial bi-Hamiltonian structures for the Kowalevski top in special case of zero square integral. An explicit procedure to find variables of separation and separation relations is considered in detail.Comment: 11 pages, LaTeX with Ams font

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