Abstract
Abstract
In this talk, we discuss an extension of the Marsden–Weinstein–Meyers symplectic reduction theorem to multisymplectic manifolds, and an adaptation of the Śniatycki–Weinstein, Dirac and Arms–Gotay–Cushman Poisson algebra reduction theorems to L∞
-algebras of multisymplectic observables. This is based on joint work with A Miti and L Ryvkin.
Subject
Computer Science Applications,History,Education
Reference12 articles.
1. Reduction of multisymplectic manifolds;Blacker;Lett. Math. Phys.,2021
2. Reduction of L1-algebras of observables on multisymplectic manifolds;Blacker,2022