This
is - in a very rough sense - a continuation of the seminar we started in the Fall of 2012 but then interrupted because a good number of
participants left for MSRI. As was decided at the first meeting, we shall try
to cover Eisenbud's theorem on Matrix Factorizations
and Maximal Cohen-Macaulay modules, Buchweitz -
Rickard's theorem on the category of singularities and the stable category of
CM modules, and the Orlov's correspondence. 
10/25/2013,
11/1/13 Eisenbud's theorem (and some necessary
preliminaries) - Shawn Baland and Kenneth Chan 
11/8/13, 11/15/13 Buchweitz-Rickard Theorem - Jim
Stark, notes
11/22/13, 12/6/13 Eisenbud’s theorem revisited
– Cody Holdaway
Overview
of the Orlov's notes "Landau-Ginzburg
models, D-branes, and Mirror Symmetry" Riley
Casper (postponed till next quarter)
·  An extensive collection of references from a workshop in
Bielefeld in 2011 is here
·  R.-O. Buchweitz, unpublished notes MAXIMAL
COHEN-MACAULAY MODULES AND TATE-COHOMOLOGY OVER GORENSTEIN RINGS 
·  G. Leuschke, R. Wiegand,
"Cohen-Macaulay Representations", AMS (2012) 
·  Y. Yoshino, "Cohen-Macaulay Modules over Cohen-Macaulay
Rings", LMS Lecture Note Series 146, CUP (1990) 
·  Cody`s
notes on Exact
and stable categories from last year