Product structures and A-infinity structures

From Talbot

This is the technical heart of the workshop. We want to see the definition of the A_\infty structure at least in the context of exact Lagrangian submanifolds (and if one wants, limited to the directed case). References are (Seidel, book) or some of Fukaya's papers. Feel free to omit technical details as far as can be done without totally distorting things. The main point is of course the compactification of the moduli space of holomorphic polygons, and that can't be totally avoided.