… We also deduce consequences in Grothendieck categories and finitely accessible …
Applications In this section we illustrate our general Baer-Kaplansky Theorem in certain classes of …

… Applications are given to Grothendieck categories, (graded) module … categories there are
classes which are not Baer-Kaplansky. In Section 4, we show that Baer-Kaplansky classes do …

… Also applications to module and comodule categories are … the concept of Baer rings which
were introduced by Kaplansky [20] … 5, we study classes all of whose objects are (dual) relative …

… Baer-Kaplansky classes with two indecomposable modules up to isomorphism. We will see
that the modules in some of our Baer-Kaplansky classes are … proof which uses only the Krull-…

… applications to module categories and comodule categories. … in Grothendieck categories, ie
cocomplete abelian categories … in abelian categories and transfer of Baer-Kaplansky classes …

… We also give applications to Grothendieck categories, comodule … in abelian categories and
in [Citation8] they presented transfers of Baer–Kaplansky classes in categories. Motivation of …

… For applications we consider finitely accessible and exactly … Grothendieck categories, module
categories, categories σ[M] or … finitely presented weak self-Rickart object of C is self-Baer. …

… Applications are given to Grothendieck categories and, in … found in the work of Kaplansky
[17] on Baer rings and Maeda [… an abelian category A with enough injectives, and a class C of …

… We study finiteness conditions in Grothendieck categories by … As an application of this, we
obtain a result due to S. Crivei, M… of Baer’s criterion that holds in Grothendieck categories [33, …

… in particular, Baer and dual Baer modules studied by Rizvi … ) CS-Rickart objects as well as
classes all of whose objects are (… We present several applications to Grothendieck categories …