Reduction of a symplectic-like Lie algebroid with momentum map and its application to fiberwise linear Poisson structures [PDF]
Journal of Physics A: Mathematical and Theoretical, 2012 This article addresses the problem of developing an extension of the Marsden- Weinstein reduction process to symplectic Lie algebroids, and in particular to the case of the symplectic cover of a fiberwise linear Poisson structure, whose reduction process is the analogue to cotangent bundle reduction in the context of Lie algebroids.
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