… an application of the main results, we see that the dg category of … Grothendieck category
enriched over \(\mathcal {V}\), where \(\mathcal {V}\) is taken from a class of monoidal categories …

… the class of all complexes of injective sheaves, that is, complexes that are degreewise
injective. We then let Wco denote the class … of Baer’s criterion to Grothendieck categories [Sten75, …

… Approximation theory traces its origins back to Reinhold Baer’s … are examples of Grothendieck
categories, but they are not … By a classic theorem of Kaplansky, each projective module is …

… rings and application in hypernormal form for a class of 4-… make the direct sum of complexified
Grothendieck groups ⊕ … In this section, we explain two applications of the higher level …

… with the validity of dual version of Baer’s Criterion. It also … The main example of a Grothendieck
category is formed by … of projective modules is the Kaplansky theorem. For a proof we …

… of our theory to (strongly) π-regular and (strongly) π-Baer … the class of (strongly) π-Rickart
objects of an abelian category … generators) Grothendieck category with enough injectives …

… The study of Baer … study classes all of whose objects are (dual) strongly self-CS-Rickart.
Among other results, for an abelian category A with enough injectives (projectives), and a class …

… For a proof of this generalization of the Kaplansky theorem … 6.1 that follows from the Baer
Criterion for injectivity [2, 18.3]: … class, whenever C is a class of objects in a Grothendieck …

… for locally coherent Grothendieck categories and its uses in … It is known that the isomorphism
classes of indecomposable … because for Grothendieck categories the class of subobjects …

… we enlarge the class of dimension groups with order unit which … devoted to the computation
of the Grothendieck group of Bℵ,K(I… By 1970 Kaplansky conjectured an affirmative answer in …