A short course on Cohen-Macaulay Complexes
Spring term 2019
The concept of Cohen-Macaulay complexes played an indispensable role in Stanly's prove of Upper Bound Conjecture. Since then, it has been one of the cornerstones of a rapidly developing mathematical discipline at the crossroads of combinatoics, commutative
algebra and topology.
You can find the Description of the course here.
The course has 4.5 credit. Those who are interested in taking credit for the course must write a report and give a presentation of a subject that will be assigned to them.
Our first metting will be Friday March the 1st from 13:15 at room 3418.
From Friday March the 22nd we move to room E36.
Preliminary version of the notes: