Y. André - Perfectoid Cohen-Macaulay rings and homological aspects of commutative algebra... - YouTube
LOCAL RINGS OF RELATIVELY SMALL TYPE ARE COHEN-MACAULAY
![PDF] Cohen-Macaulay rings and ideal theory in rings of invariants of algebraic groups | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/b1fa382d4a75ec7615357e6b7a86b1787f0118d4/10-Figure1-1.png "PDF] Cohen-Macaulay rings and ideal theory in rings of invariants of algebraic groups | Semantic Scholar")
PDF] Cohen-Macaulay rings and ideal theory in rings of invariants of algebraic groups | Semantic Scholar
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PDF) The classification of homogeneous Cohen-Macaulay rings of finite representation type
Determinantal rings (Chapter 7) - Cohen-Macaulay Rings
Cohen-Macaulay Rings (Cambridge Studies in Advanced Mathematics, Series Number 39): Bruns, Winfried, Herzog, H. Jürgen: 9780521566742: Amazon.com: Books
PDF) Vanishing of cohomology over Cohen--Macaulay rings
Cohen-Macaulay Rings (2nd ed.) by Winfried Bruns (ebook)
One-Dimensional Cohen-Macaulay Rings | SpringerLink
Cohen-Macaulay Varieties, Geometric Complexes, and Combinatorics
On approximately Cohen-Macaulay Binomial edge ideal
PPT - Cohen-Macaulay Monomial Rings PowerPoint Presentation, free download - ID:3145673
commutative algebra - on the proof of Theorem 4.3.2 in Bruns & Herzog `` Cohen-Macaulay Rings" (Gotzmann's regularity theorem) - Mathematics Stack Exchange
Cohen-Macaulay Rings and Modules - International Mathematical ...
Duality for a Cohen–Macaulay Local Ring
Non-Noetherian Cohen–Macaulay rings
arXiv:1212.6557v2 [math.AG] 28 May 2013
Maximal cohen macaulay modules over cohen macaulay rings | Algebra | Cambridge University Press
Representation Theory of Orders over Cohen-Macaulay Rings
commutative algebra - Lemma 5.3.6 in Bruns and Herzog, Cohen-Macaulay Rings - Mathematics Stack Exchange
Perfectoid Cohen-Macaulay rings and homological aspects of commutative algebra in mixed characteristic - TIB AV-Portal
![PDF] Cohen-Macaulay Rings by Winfried Bruns, H. Jürgen Herzog · 10.1017/cbo9780511608681 · OA.mg](https://og.oa.mg/Cohen-Macaulay%20Rings.png?author=%20Winfried%20Bruns,%20H.%20J%C3%BCrgen%20Herzog "PDF] Cohen-Macaulay Rings by Winfried Bruns, H. Jürgen Herzog · 10.1017/cbo9780511608681 · OA.mg")
PDF] Cohen-Macaulay Rings by Winfried Bruns, H. Jürgen Herzog · 10.1017/cbo9780511608681 · OA.mg
COHEN-MACAULAY LOCAL RINGS OF EMBEDDING DIMENSION e + d k
On the cohen-macaulay type of the symmetric algebra of a local ring
Cohen-Macaulay Rings (Cambridge Studies in Advanced Mathematics, Series Number 39): Bruns, Winfried, Herzog, H. Jürgen: 9780521566742: Amazon.com: Books
