In this article, several characterizations of certain classes of rings via FC-purity and I-purity
are considered. Among others results, it is shown that every I-pure injective left R-module is …

Let $\mathcal {S} $ be a class of finitely presented $ R $-modules such that $ R\in\mathcal
{S} $ and $\mathcal {S} $ has a subset $\mathcal {S}^*, $ with the property that for any …

Using the notion of cyclically pure injective modules, a characterization of rings which are
locally valuation rings is established. As applications, new characterizations of Prüfer …

In this paper, we discussed about the Co-cylic co-purity of the dualization of cyclic purity ie,
the Co-purity versus Cohn's purity and the C-purity versus CP and the Co-cyclic co-purity …

JFMA Vo. 3 No. 1 (Jun 2020) Page 1 KARAKTERISASI MODUL CYCLICALLY PURE (CP)-INJEKTIF
Nia Yulianti1∗, Hanni Garminia Y2 1 Politeknik Siber dan Sandi Negara 2 Institut Teknologi …

An exact sequence 0→ A→ B→ C→ 0 of left R-modules is called cyclically pure if for every
right ideal I of R, the sequence 0→(R/I)⊗ A→(R/I)⊗ B→(R/I)⊗ C→ 0 is exact. In this paper …

ON THE EXISTENCE OF A UNIQUE ALMOST PERIODIC SOLUTION OF A NON-LINEAR
ABSTRACT DIFFERENTIAL EQUATION Page 202 Member's copynot for circulation The …

The main purpose of this thesis is to study some classes of modules determined by neat,
coneat and s-pure submodules. A right R-module M is called neat-flat (resp. coneat-flat) if …

In this paper‎,‎ we introduce the notion of $(m, n) $-‎ algebr‎ aically compact modules as an
analogue of algebraically‎‎ compact modules and then we show that $(m, n) $-algebraically‎‎ …

Using the notion of cyclically pure injective modules, a characterization for rings which are
locally valuation is established. As applications, new characterizations for Prufer domains …