… dual stable modules is ag− small duo modules . … g− Small Fully Stable Modules In this
section we introduce g− small fully module as a generalization of fully stable modules appeared in[…

… gamma modules, by the way we show that in fully stable gamma modules, each gamma …
In the following we show that fully stable RΓ− modules are precisely those RΓ− modules in …

… fully (m, n)-stable modules and (m, n)-Baer criterion and we prove that an R-module M is fully
(m, n)-stable … Finally, the maximal submodules of fully (m, n)-stable will be discussed. Let M …

… Recall that a submoduleN of an 𝑅 −module 𝑀 is said to be stable, if … stable ,𝑀 is called a
fully stable module [2],throughout this paper we introduce the concept of full stability for modules …

… it is, and giving bounds on its size. If A is a finitely generated right R-module, we say that A is
… see that if A is a finitely generated module over a Noetherian right fully bounded ring of Krull …

… [2, Theorem 7.41, on equivalence of categories, from classical stable Clifford theory to one
… fully group-graded rings and modules, Dade described an extended version of Cline’s stable …

… Finally, we discuss full small stability and small duo on … with the fact that as -module is not
fully stable module [1], that if … show that as -module is not fully small stable module. It remains …

… In this paper, we studied the notion of the fully closed stable module and identified some
basic properties of this notion. We also investigated some concepts which are related to this …

… Fully stable module relative to an ideal have been discussed in [1], an Rmodule M is called
fully stable … Then M is fully stable module if and only if M is fully stable relative to each non-…

… An R-module M is called fully stable if each submodule of M is … On the other hand, Z as
Z-module is fully hyperstable which is not fully stable since 2Z is not stable submodule of ZZ. …