Differential Geometry and its Application
We present a general framework for reduction of symplectic Q-manifolds via graded group actions. In this framework, the homological structure on the acting group is a multiplicative multivector field.
Graded manifold, L-infinity algebra, Poisson manifold, Q-manifold, Symplectic reduction
© 2011 Elsevier B.V.
Mehta, Rajan Amit, "On Homotopy Poisson Actions and Reduction of Symplectic Q-Manifolds" (2011). Mathematics and Statistics: Faculty Publications, Smith College, Northampton, MA.