Pure Morphisms are Effective for Modules Page 1 Appl Categor Struct (2013) 21:801–809 DOI
10.1007/s10485-012-9283-6 Pure Morphisms are Effective for Modules Bachuki Mesablishvili …

We study what happens if, in the Krull-Schmidt Theorem, instead of considering modules
whose endomorphism rings have one maximal ideal, we consider modules whose …

Mohammed [MI371 introduced the following concept. A module P is J-projective, J the
Jacobson radical of B, provided whenever X+ Y is an epimorphism of B-modules with JY= 0 …

(1) There exists an exact embedding functor R-Mod~ S-Mod.(2) There exists a bimodule
sAR such that AR is faithfully flat.(3) There exists a bimodule sBR with BR a (nontrivial) free …

Let R, T be commutative rings with identity, and $ f: R\to T $ a unital ring homomorphism. We
give an elementary, unified proof of the fact that f has the going down property, if T is flat as …

Epimorphisms of Crossed Modules* Page 1 Southeast Asian Bulletin of Mathematics (2004) 28:
287-290 Southeast Asian Bulletin of IVIatheniatics ©SEAMS. 2004 Epimorphisms of Crossed …

Full article: When automorphism-coinvariant modules are quasi-projective Skip to Main
Content Taylor and Francis Online homepage Taylor and Francis Online homepage Log in …

Let $\Lambda $ be an artin algebra. In his Philadelphia Notes, M. Auslander showed that
any homomorphism between $\Lambda $-modules is right determined by a $\Lambda …

Anti-isomorphisms of the endomorphism rings of torsion-free modules Page 1 GEWIRTZMAN,
L. Math, Zeitschr. 98, 391--400 (1967) Anti-isomorphisms of the Endomorphism Rings of …

In [7] we proved that two algebras A and F are'derived equivalent', meaning that the derived
category of modules for A is equivalent to that for F, precisely when F is isomorphic to the …