Add to ORKGIn this note we consider a generalization of the notion of duo modules namely supplement duo modules. where an R module M is called a supplement duo module if every supplement submodule of M is a fully invariant. Many results about this concept are given. Also we study when the direct sum of supplement duo modules is supplement duo,and relationships between a supplement dou module and other modules
The concept of p-duo semimodule is introduced as a generalization of duo semimodule, where a semimod...
We study modules whose maximal submodules are supplements (direct summands). For a locally projectiv...
Abstract. Let M be a right R-module. We call M Rad-H-supplemented if for each Y ≤M there exists a di...
In this note we consider a generalization of the notion of duo modules namely supplement duo modules...
In this paper, we introduce and study a new concept (up to our knowledge) named CL-duo modules, whic...
Let R be a ring, let M be a left R-module, and let U, V, F be submodules of M with F proper. We call...
Let R be a ring. An R-module M is called a (weak) duo module provided every (direct summand) submodu...
Let R be a ring, let M be a left R-module, and let U, V, F be submodules of M with F proper. We call...
WOS: 000390602900035We say that over an arbitrary ring a module M has the property. (WE) (respective...
In this paper, we define and study weakly distributive modules as a proper generalization of distrib...
Let M be a module, and let U, V, F be submodules of M with F proper. We sayV is an F-supplement of U...
WOS: 000446897400008As a proper generalization of the modules with the properties (E) and (EE) that ...
Let R be an arbitrary ring with identity and M a right R-module. In this paper, we introduce a class...
Let M be a nonzero R−module, where R is a ring. A submodule U of M is called a fully invariant submo...
Let M be a nonzero R−module, where R is a ring. A submodule U of M is called a fully invariant submo...
The concept of p-duo semimodule is introduced as a generalization of duo semimodule, where a semimod...
We study modules whose maximal submodules are supplements (direct summands). For a locally projectiv...
Abstract. Let M be a right R-module. We call M Rad-H-supplemented if for each Y ≤M there exists a di...
In this note we consider a generalization of the notion of duo modules namely supplement duo modules...
In this paper, we introduce and study a new concept (up to our knowledge) named CL-duo modules, whic...
Let R be a ring, let M be a left R-module, and let U, V, F be submodules of M with F proper. We call...
Let R be a ring. An R-module M is called a (weak) duo module provided every (direct summand) submodu...
Let R be a ring, let M be a left R-module, and let U, V, F be submodules of M with F proper. We call...
WOS: 000390602900035We say that over an arbitrary ring a module M has the property. (WE) (respective...
In this paper, we define and study weakly distributive modules as a proper generalization of distrib...
Let M be a module, and let U, V, F be submodules of M with F proper. We sayV is an F-supplement of U...
WOS: 000446897400008As a proper generalization of the modules with the properties (E) and (EE) that ...
Let R be an arbitrary ring with identity and M a right R-module. In this paper, we introduce a class...
Let M be a nonzero R−module, where R is a ring. A submodule U of M is called a fully invariant submo...
Let M be a nonzero R−module, where R is a ring. A submodule U of M is called a fully invariant submo...
The concept of p-duo semimodule is introduced as a generalization of duo semimodule, where a semimod...
We study modules whose maximal submodules are supplements (direct summands). For a locally projectiv...
Abstract. Let M be a right R-module. We call M Rad-H-supplemented if for each Y ≤M there exists a di...