Publication: Moduli of coisotropic sections and the BFV-complex
Moduli of coisotropic sections and the BFV-complex
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Schätz, F. (2011). Moduli of coisotropic sections and the BFV-complex. Asian Journal of Mathematics, 15, 71–100. https://doi.org/10.4310/AJM.2011.v15.n1.a5
Abstract
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We consider the local deformation problem of coisotropic submanifolds inside symplectic or Poisson manifolds. To this end the groupoid of coisotropic sections (with respect to some tubular neighbourhood) is introduced. Although the geometric content of this groupoid is evident, it is usually a very intricate object. We provide a description of the groupoid of coisotropic sections in terms of a differential graded Poisson algebra, called the BFV-complex. This description is achieved by constructing a groupoid from the BFV-complex and a
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- Schätz, F
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Citations
Schätz, F. (2011). Moduli of coisotropic sections and the BFV-complex. Asian Journal of Mathematics, 15, 71–100. https://doi.org/10.4310/AJM.2011.v15.n1.a5
