We investigate the relation between the notion of e-exactness, recently introduced by Akray and Zebary, and some functors naturally related to it, such as the functor P: Mod-R —» Spec(Mod-R), where Spec(Mod-R) denotes the spectral category of Mod-R, and the localization functor with respect to the singular torsion theory.

EXACTNESS OF COCHAIN COMPLEXES VIA ADDITIVE FUNCTORS

Campanini F.;Facchini A.
2020

Abstract

We investigate the relation between the notion of e-exactness, recently introduced by Akray and Zebary, and some functors naturally related to it, such as the functor P: Mod-R —» Spec(Mod-R), where Spec(Mod-R) denotes the spectral category of Mod-R, and the localization functor with respect to the singular torsion theory.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/3381738
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