Inductive limit which appears in Lagrangian Floer theory
De Kenji Fukaya
Apparaît dans la collection : From Hamiltonian Dynamics to Symplectic Topology
For a given symplectic manifold and a finite set of Lagrangian submanifolds which intersect transversally each other we can construct an $A_{\infty }$-category. When we consider Lagrangian submanifolds which are not necessary intersect transversally there are issues to perform such a construction. In this talk I want to explain a way to study this situation. It can be used to compose Lagrangian correspondences without assuming transversality.
