The authors derive a Lie-Poisson reduction by a subgroup for Hamiltonian field theories on principal bundles, including reduced structures and reconstruction characterized by flat connections.
Castrill´ on L´ opez, P
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Lie-Poisson reduction in principal bundles by a subgroup of the structure group
The authors derive a Lie-Poisson reduction by a subgroup for Hamiltonian field theories on principal bundles, including reduced structures and reconstruction characterized by flat connections.