Talbot 2009: Fukaya categories, mentored by Paul Seidel
These notes (and more) are also available at the Talbot wiki.Day 1
Lagrangian submanifolds -- Rui Wang, UW Madison
Formal aspects of Floer cohomology -- Ian Le, Northwestern
A-infinity structures -- Kevin Lin, Berkeley
Stasheff polyhedra as moduli spaces -- Ryan Grady, Notre Dame
Day 2
A-infinity structures in topology -- Anatoly Preygel, MIT
Floer cohomology in the simplest case -- Hiro Tanaka, Northwestern
Product structures and A-infinity structures -- Paul Seidel
Combinatorial Fukaya categories -- Nick Sheridan, MIT
Day 3
Quantum cohomology -- Carl Mautner, UT Austin
Fano manifolds -- Maksim Maydanskiy, MIT
Hochschild cohomology -- Sheel Ganatra, MIT
Derived categories -- Sarah Kitchen, U. Utah
Day 4
Exceptional collections -- Parker Lowrey, UT Austin
Lefschetz fibrations and their Fukaya categories -- Nick Rozenblyum, MIT
Homological mirror symmetry for some Fano surfaces -- Bohan Fang, Northwestern
Discussion
Day 5
Kleinian singularities -- Lino Amorim, MIT
Fukaya categories of torus fibrations -- James Pascaleff, MIT
Matrix factorizations and mirror symmetry (details added 2/18) -- Richard Eager, UC Santa Barbara
Outlook -- Paul Seidel.