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R. Tracy

1 paper hereh-index 14 citations1 works total

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  • math.AC1

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most citedA Description of Totally Reflexive Modules for a Class of non-Gorenstein Rings

5 citations · 5 across the 1 of their papers we have counts for

collaborators

1 paper

math.AC2015★ 5 cited

A Description of Totally Reflexive Modules for a Class of non-Gorenstein Rings

Denise A. Rangel Tracy

We consider local non-Gorenstein rings of the form (Si​,ni​)=k[X,Y1​,…,Yi​]/(X2,(Y1​,…,Yi​)2), where i≥2. We show that every totall…

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