Year: 2010
Type: article
Abstract: We introduce the notion of symplectic microfolds and symplectic micromorphisms between them.They form a symmetric monoidal category, which is a version of the "category" of symplectic manifolds and canonical relations obtained by localizing them around lagrangian submanifolds in the spirit of Milnor's microbundles.
Source: Journal of Symplectic Geometry
Language: English
Subfield: Geometry and Topology
Field: Mathematics
Domain: Physical Sciences
Open Access status: bronze
Awards: G1918939527, Generating functions in Poisson geometry, G5599649393, G628552264, Integral invariants of knots and manifolds. Loop and path spaces and topological BF theories. Deformation quantization and Poisson sigma models, Lie algebroids and groupoids, supermanifolds, and noncommutative geometry
OpenAlex ID: W2952228844