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Reduction of hybrid Hamiltonian systems with non-equivariant momentum maps

Published 28 Mar 2025 in math-ph, math.DS, math.MP, and math.SG | (2503.22290v2)

Abstract: We develop a reduction scheme `a la Marsden-Weinstein-Meyer for hybrid Hamiltonian systems. Our method does not require the momentum map to be equivariant, neither to be preserved by the impact map. We illustrate the applicability of our theory with an example.

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