We investigate relative CS-Baer objects in abelian categories in relationship with other
relevant classes of objects such as relative Baer objects, extending objects, objects having …

We study the transfer of (dual) relative CS-Rickart properties via functors between abelian
categories. We consider fully faithful functors as well as adjoint pairs of functors. We give …

In a previous work,(dual)-m-Rickart lattices were studied. Now, in this paper, we introduce m-
endoregular lattices as those lattices L such that m is a regular monoid, where m is a …

We introduce (dual) strongly relative CS-Rickart objects in abelian categories, as common
generalizations of (dual) strongly relative Rickart objects and strongly extending (lifting) …

In this work, we characterize some rings in terms of dual self-CS-Baer modules (briefly, ds-
CS-Baer modules). We prove that any ring R is a left and right artinian serial ring with …

In this paper we introduce two new concepts, namely, pure extending objects and K-
nonsingular objects and then, we prove that any pair of subisomorphic K-nonsingular …

Motivated by the work of Abyzov and Nhan on (dual) CS-Rickart modules [1], we introduced
in [3](dual) CS-Rickart objects in abelian categories as a common generalization of (dual) …