year	fall term	winter term
00-01	565 (Fomin) 669 (Stembridge): Representations of Sn and GL(n)	566 (Skandera) 669 (Barvinok): Convexity
01-02	565 (Skandera) 664 (Stembridge)	665 (Fomin): Schubert calculus
02-03	565 (Skandera) 665 (Stembridge): Coxeter groups	566 (Fomin) 669 (Barvinok): Polytopes
03-04	565 (Hersh) 665 (Fomin): Combinatorial matrix theory	566 (Stembridge) 669 (Barvinok): Lattice points
04-05	565 (Reading) 665 (Stembridge): Representations of Sn and GL(n)	664 (Fomin): Symmetric functions
05-06	565 (Reading) 665 (Fomin): Root systems	669 (Barvinok): Topics in convexity
06-07	565 (Blass) 664 (Stembridge)	669 (Speyer): Perfect matchings
07-08	565 (Fomin) 669 (Barvinok) Integer points and polyhedra	669 (Stembridge): Coxeter groups and root systems
08-09	565 (Pylyavskyy) 665 (Fomin) Schubert calculus	465 (Fomin) 566 (Pylyavskyy) 669 (Stembridge): Combinatorial representation theory