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Please use this identifier to cite or link to this item: http://hdl.handle.net/10087/814

Title: A generalization of Morita Duality by Localizations
Authors: Ohtake, Koichiro
Issue Date: 1995
Publisher: 群馬大学教育学部
Citation: 群馬大学教育学部紀要 自然科学編. 43 7-22 (1995)
Abstract: Let R and S be rings with identity, and Mod-R and S-Mod the category of unital right R- and left S-modules, respectively. Also let A and B be full subcategories of Mod-R and S-Mod such that A〓R and B〓S and both are closed under finite direct sums, submodules and epimomorphic images. We will find conditions in order that there exists a duality between Giraud subcategories of A and B. As an application of this we will obtain a general result of [8] about Morita duality between Grothendieck categories.
URI: http://hdl.handle.net/10087/814
Appears in Collections:第43巻 (1995)

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