A module M is called ss-supplemented if every submodule U of M has a supplement V in M
such that U (intersection) V is semisimple. It is shown that a finitely generated module M is ss …

In this work, strongly⊕− g− radical supplemented modules are defined and some properties
of these modules are investigated. Every ring has unity and every module is unital left …

In this paper we provide various properties of Rad-⊕-supplemented modules. In particular,
we prove that a projective module M is Rad-⊕-supplemented if and only if M is⊕ …

In this work, we define Rad−⊕− supplemented and strongly Rad−⊕− supplemented lattices
and give some properties of these lattices. We generalize some properties of Rad−⊕ …

In this work, R will denote an associative ring with unity and all module are unital left R-
modules. Let M be an R-module. If every essential submodule of M has a g-radical …

We define (strongly) t-radical supplemented modules and investigate some properties of
these modules. These modules lie between strongly radical supplemented and strongly⊕ …

We define (strongly) t-radical supplemented modules and study some properties of these
modules. These modules lie between strongly radical supplemented and strongly [direct …

In the present paper, t-generalized supplemented modules are defined starting from the
generalized⨁-supplemented modules. In addition, we present examples separating the t …

In this paper we introduce generalized f-semiperfect modules as a generalization of the
generalized semiperfect modules. We give various properties of the generalized f …

Bu tez çalışmasında, herhangi bir halkanın idealleri yardımıyla tümleyene sahip modüller
sınıfının genişletilmesi ve araştırılması yapılmıştır.? Cgs?^?-modüllerin bir kuvvetlenişi …