Lectures on shifted Poisson geometry
arXiv:1709.07698
Abstract
These are expanded notes from lectures given at the États de la Recherche workshop on "Derived algebraic geometry and interactions". These notes serve as an introduction to the emerging theory of Poisson structures on derived stacks.
38 pages
References in corpus (8)
- Some title containing the words "homotopy" and "symplectic", e.g. this one
- Higher and derived stacks: a global overview
- Formality of Chain Operad of Small Squares
- Derived Algebraic Geometry and Deformation Quantization
- Symplectic implosion and the Grothendieck-Springer resolution
- Shifted Symplectic and Poisson Structures on Spaces of Framed Maps
- Derived Algebraic Geometry
- Maurer-Cartan spaces of filtered L-infinity algebras