Combinatorics at University of Michigan
Courses, 2000-present

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) Enumerative combinatorics

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) Enumerative combinatorics

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
09-10
565 (Pylyavskyy)
665 (Fomin) Combinatorial matrix theory
465 (Fomin)
566 (Pylyavskyy)
669 (Barvinok): Polytopes
10-11 565 (Speyer)
665 (Lam) Symmetric functions

669 (Barvinok): Integer points
11-12 465 (Fomin)
565 (Blasiak)
665 (Stembridge) Coxeter groups and root systems

566 (Blasiak)
669 (Fomin): Schubert calculus
12-13 465 (Liu)
565 (Blasiak)
665 (Speyer) Combinatorics of GL representation theory

566 (Stembridge)
669 (Barvinok): Topics in convexity

This page is maintained by Sergey Fomin.