On Lax equations arising from Lagrangian foliations

Details On Lax equations arising from Lagrangian foliations On Lax equations arising from Lagrangian foliations

Jan 1984

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1984lmaph...8...21c&link_type=abstract

Letters in Mathematical Physics, Volume 8, Issue 1, pp.21-26

Mathematics

Mathematical Physics

2

Scientific paper

It is shown that Lax equations associated with dynamical systems on T
* Q of the same dimension as Q arise as local expressions of
parallelism of a (1,1)-tensor field along the dynamical vector field
Γ if the partial connection defined by the symplectic form Ω
admissible for a Lagrangian foliation is considered.

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