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.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Demonstrates computation of cohomology in BGG sequences via long exact sequences from short exact sequences of complexes, extended to non-bijective maps with spectral sequence view.
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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.
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A note on short and long exact sequences in the BBG construction of complexes from complexes
Demonstrates computation of cohomology in BGG sequences via long exact sequences from short exact sequences of complexes, extended to non-bijective maps with spectral sequence view.