In this paper, we introduced and studied extended S-supplement submodules. A submodule
U of a module V is called extended S-supplement submodule in V if there exists a …

The main object of this paper is to study relative homological aspects as well as further
properties of τ-closed submodules. A submodule N of a module M is said to be τ-closed (or τ …

D-extending modules Page 1 Hacettepe Journal of Mathematics & Statistics Hacet. J. Math.
Stat. Volume 49 (3) (2020), 914 – 920 DOI : 10.15672/hujms.460241 Research Article D-extending …

Given modules X and Y, X is said to be Y-subprojective if for every epimorphism\(\pi:
P\rightarrow Y\) and every homomorphism\(\alpha: X\rightarrow Y\), there exists a …

A submodule N of a module M is called D D-closed if the socle of M/N is zero. D D-closed
submodules are similar to S S-closed submodules (a generalization of closed submodules) …

الديديكاندية الصغيرة الجوهرية – المقاسات شبه Small-Essentially Quasi-Dedekind -Modules
Page 1 Shahad and Al-Muthafar Iraqi Journal of Science, 2022, Vol. 63, No. 7, pp: 3135-3140 …

R birimli asosyatif bir halka olsun ve M bir sağ R-modül olsun. N, M'nin bir alt modülü olsun.
Eğer Z2 (N)= N ise, N ye M'nin S-bütünleyen alt modülü denir. S-bütünleyen alt modüller …

The aim of this paper is to reveal the relationship between the proper class generated
projectively by g-semiartinian modules and the subprojectivity domains of g-semiartinian …

Let ε: 0--> A--> f B--> g C--> 0 be a short exact sequence of modules and module
homomorphism. ε is called gd-closed sequence if Imf is gd-closed in B. In this paper, the …

In this study, we investigated subprojectivity domains of goldie torsion modules. A module X
is called to be Y-subprojective if for every epimorphism π: P→ Y and every homomorphism …