Symplectic reduction and a Darboux-Moser-Weinstein theorem for Lie algebroids
arXiv:2211.13288 · doi:10.4310/PAMQ.2023.v19.n4.a13
Abstract
We extend the Marsden-Weinstein reduction theorem and the Darboux-Moser-Weinstein theorem to symplectic Lie algebroids. We also obtain a coisotropic embedding theorem for symplectic Lie algebroids.
42 pages, references added, errors in section 5 corrected