Spring 2016 McKay Seminar resources

• A lovely intro in an Uppsala physics Masters Thesis by M. Lindh
• A very elementary treatment in notes by Yi Sun, which was suggested by ...
• Etingof et al's representation theory notes (see particularly, Exercises 3.24 and 5.5)
• Steinberg's paper on McKay's correspondence
• Igor Dolgachev's lecture notes on the geometric McKay correspondence
• Graham Leuschke's lecture notes on McKay
• Leuschke and Wiegand's follow-up book titled "Cohen-Macaulay representations"
  (with Chapters 4,5,6,10 being most relevant)
• Bocklandt, Schedler and Wemyss' paper "Superpotentials and higher order derivations"
• Stekolshchik's book on the combinatorics of Coxeter transformations, A-D-E quivers, McKay correspondence, and the more general Slodowy correspondence for the non-simply laced case.
• Ebeling's paper on the Hilbert series of the invariant ring for binary polyhedral groups, and affine/finite Weyl group Coxeter transformations
• Two sources on dimer models, Calabi-Yau categories and McKay:
  • Broomhead's thesis
  • Ishii and Ueda's paper
• A Wikipedia entry on the McKay correspondence.
• Bernstein, Gelfand and Ponomarev's paper proving Gabriel's theorem on the finite type quivers of type A-D-E
• Buchweitz, Faber and Ingalls's paper on "The magic square of reflections and rotations"
• McKay's original paper "Graphs, singularities and finite groups", Proc. Symp. Pure Math. (Amer. Math. Soc.) 37
• My notes from subbing for Gregg Musiker's Math 8680 on Nov. 11, 2024.