[引用][C] Commutative rings whose finitely embedded modules have injective dimension⩽ 1

A Facchini - Journal of Algebra, 1982 - Elsevier
Then 6 (R) is also equal to sup {id (M)(M is a cocyclic left R module}. Ot course the
homological invariant 6 (R) is< gld (R). For a commutative ring R it is easy to prove that 6 …
被引用次数：5 相关文章

[引用][C] Commutative rings whose finitely embedded modules have injective dimension

A Facchini - JOURNAL OF ALGEBRA, 1982 - research.unipd.it
Commutative rings whose finitely embedded modules have injective dimension $le 1$ IRIS IRIS
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