On One-Dimensional Local Rings and Berger’s Conjecture
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DOI: 10.1017/s0013091523000214
Abstract: Let k be a field of characteristic zero and let $\Omega_{A/k}$ be the universally finite differential module of a k-algebra A, which is the local ring of a closed point of an algebraic or algebroid… read more here.
Keywords: dimensional local; berger; local rings; berger conjecture ... See more keywords