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The symplectic structure of rational Lax pair systems by Babelon, O.; Talon, M. is a scholarly article available to read on EtoBox.

What is The symplectic structure of rational Lax pair systems about?

We consider dynamical systems associated to Lax pairs depending rationnally on a spectral parameter. We show that we can express the symplectic form in terms of algebro--geometric data provided that the symplectic structure on L is of Kirillov type. In particular, in this case the dynamical system is integrable.

Author

Babelon, O.; Talon, M.

Published

1998

Language

EN