Workshop on Matrix Factorizations – Reading Course
Reading Course: Matrix Factorizations
In preparation for the Workshop on Matrix Factorizations the BIREP group will hold a seminar on the topic. It is a continuation of the seminar held at the beginning of the semester (which focused on Yoshino's book).
The seminar takes place every Wednesday at 16:15, and some Fridays. It meets in V5-227.
The schedule so far is :
|The stable derived category and Buchweitz's theorem
|Exceptional sequences, mutations, and semiorthogonal decompositions
|"Matrix factorizations and representations of quivers II" - Kajuira et al
|Ueda's proof of the main theorem of Kajuira et al, using weighted projective lines
|No meeting due to Oberwolfach Workshop
|No meeting due to Schwerpunktstagung in Münster
|Orlov's theorem relating graded maximal Cohen-Macaulay modules over a Gorenstein ring to a certain singularity category
|Examples illustrating Orlov's theorem
|No meeting due to HIM Workshop in Bonn
|Töen's homotopy theory of dg-categories
|Hochschild cohomology of matrix factorizations
|Further remarks on Töen's homotopy theory of dg-categories
|Hirzebruch-Riemann-Roch theorem for matrix factorizations after Polischuk-Vaintrob
|Koszul duality and matrix factorizations
For further information please contact Jesse Burke.