Poisson reduction and the Hamiltonian structure of the Euler-Yang-Mills equations
Gay-Balmaz, Francois; Ratiu, Tudor S.
2008

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Abstract

The problem treated here is to find the Hamiltonian structure for an ideal gauge-charged fluid. Using a Kaluza-Klein point of view, we obtain the non-canonical Poisson bracket and the motion equations by a Poisson reduction involving the automorphism group of a principal bundle.

Details

Title Poisson reduction and the Hamiltonian structure of the Euler-Yang-Mills equations
Author(s) Gay-Balmaz, Francois ; Ratiu, Tudor S.
Published in Poisson Geometry In Mathematics And Physics
Series Contemporary Mathematics Series, 450
Pages 113-126
Conference 5th International Conference on Poisson Geomentry in Mathematics and Physics, Tokyo, JAPAN, Jun 05-09, 2006
Date 2008
Publisher American Mathematical Society, P.O. Box 6248 Ms. Phoebe Murdock, Providence, Ri 02940 Usa
Keywords
Other identifier(s) View record in Web of Science
Laboratories CAG2
Record Appears in Scientific production and competences > SB - School of Basic Sciences > SB Archives > CAG2 - Chair of Algebraic Geometry (closed)
Peer-reviewed publications
Conference Papers
Work produced at EPFL
Published
Record creation date 2010-11-30

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