Gorenstein homological theory for differential modules
classification
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math.ACmath.KTmath.RA
keywords
gorensteinmoduledifferentialinjectiveonlyprojectiveunderlyingdually
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We show that a differential module is Gorenstein projective if and only if its underlying module is Gorenstein projective. Dually, a differential module is Gorenstein injective if and only if its underlying module is Gorenstein injective.
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