Canonical Reduction of Symplectic Structures for the Maxwell and Yang-Mills Equations. Part 1

Details Canonical Reduction of Symplectic Structures for the Maxwell and Yang-Mills Equations. Part 1 Canonical Reduction of Symplectic Structures for the Maxwell and Yang-Mills Equations. Part 1

1999-10-13

arxiv.org/abs/math-ph/9910018v1

Physics

Mathematical Physics

12 pages

Scientific paper

The canonical reduction algorithm is applied to Maxwell and Yang-Mills
equations considered as Hamiltonian systems on some fiber bundles with
symplectic and connection structures. The minimum interaction principle proved
to have geometric origin within the reduction method devised.

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