Let $A$ be a Cohen-Macaulay ring, and $I$ an ideal of $A$.
What can we say about $\operatorname{depth}(A/I)$?
I know that $\operatorname{depth}(A/I)\le \dim(A/I)$.
3 of 3
format edited, added capitals, LaTeX math command delimiter repositioned
Pedro Lauridsen Ribeiro
- 7.8k
- 1
- 35
- 67
Quotient of Cohen-Macaulay ring
Paulo Rossi
- 359
- 1
- 6