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학술저널

SOME REMARKS ON TYPES OF NOETHERIAN RKS ON TYPES OF NOETHERIAN

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We study some results which concern the types of Noe-therian local rings, and improve slightly the previous result: For a complete unmixed (or quasi-unmixed) Noetherian local ring A, we prove that if either Ap is Cohen-Macaulay, or r(Ap)  depthAp +1 for every prime ideal p in A, then A is Cohen-Macaulay. Also, some analogous results for modules are considered.

1. Backgrounds on types

2. Main theorems

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