Multidimensional Toda type systems

A. N. Leznov; A. V. Razumov; A. V. Razumov; A. V. Razumov; B. Dubrovin; C.-L. Terng; G. Darboux; J. E. Humphreys; J.-L. Gervais; J.-L. Gervais; K. Tenenblat; L. A. Ferreira; L. Bianchi; L. Fehér; M. J. Ablowitz; M. Sato; M. V. Saveliev; M. V. Saveliev; N. Bourbaki; S. Cecotti; S. Cecotti; V. E. Korepin; Yu. A. Aminov

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Multidimensional Toda type systems

Authors: A. N. Leznov
A. V. Razumov
A. V. Razumov
A. V. Razumov
B. Dubrovin
C.-L. Terng
G. Darboux
J. E. Humphreys
J.-L. Gervais
J.-L. Gervais
K. Tenenblat
L. A. Ferreira
L. Bianchi
L. Fehér
M. J. Ablowitz
M. Sato
M. V. Saveliev
M. V. Saveliev
N. Bourbaki
S. Cecotti
S. Cecotti
V. E. Korepin
Yu. A. Aminov
Publication date: 3 September 1996
Publisher: 'Springer Science and Business Media LLC'
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Abstract

On the base of Lie algebraic and differential geometry methods, a wide class of multidimensional nonlinear systems is obtained, and the integration scheme for such equations is proposed.Comment: 29 pages, LaTeX fil

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