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- W2058475404 abstract "We study Hamiltonian spaces associated with pairs (E,A), where E is a Courant algebroid and Asubset E is a Dirac structure. These spaces are defined in terms of morphisms of Courant algebroids with suitable compatibility conditions. Several of their properties are discussed, including a reduction procedure. This set-up encompasses familiar moment map theories, such as group-valued moment maps, and it provides an intrinsic approach from which different geometrical descriptions of moment maps can be naturally derived. As an application, we discuss the relationship between quasi-Poisson and presymplectic groupoids." @default.
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- W2058475404 date "2008-01-10" @default.
- W2058475404 modified "2023-09-27" @default.
- W2058475404 title "Courant morphisms and moment maps" @default.
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