In this work, we prove that an R-module M is cofinitely δ-supplemented (ie each cofinite
submodule of M has a δ-supplement) if and only if every maximal submodule of M has a δ …

A module $ M $ is called $ emph {H} $-cofinitely supplemented if for every cofinite
submodule $ E $(ie $ M/E $ is finitely generated) of $ M $ there exists a direct summand $ D …

In the present paper, we define generalized (amply) cofinitely supplemented modules, and
generalized⊕-cofinitely supplemented modules are defined as a generalization of (amply) …

Let R be a ring and M a right R‐module. In this note, we show that a quotient of an⊕‐
cofinitely supplemented module is not in general⊕‐cofinitely supplemented and prove that if …

TOTALLY COFINITELY SUPPLEMENTED MODULES Gökhan Bilhan 1. Introduction
Throughout R will denote an associative ring with identit Page 1 International Electronic …

Özet, Bu tezde;(eş-sonlu) Rad-tümlenmiş modül kavramının bazı problemlerine çözümler
bulunması ve bu modüllerin birimli halkalar ve dedekind bölgeleri üzerinde yapılarının …

Supplemented modules and⊕-supplemented modules are useful in characterizing
semiperfect modules and rings. Recently, the notion of cofinitely supplemented modules and …

ON COFINITELY LIFTING MODULES Page 1 Journal of Science and Technology, Vol. 69A,
2024 © 2024 Industrial University of Ho Chi Minh City ON COFINITELY LIFTING MODULES …

It is known that a commutative ring R is an artinian principal ideal ring if and only if every left
R-module is⊕-supplemented. In this paper, we show that a commutative ring R is a serial …

A module $ M $ is called radical semiperfect, if $\frac MN $ has a projective cover whenever
$\mathrm {R}\mathrm {a}\mathrm {d}(M)\subseteq N\subseteq M $. We study various …