Generalized weakly supplemented modules

Abstract EN

Let R be a commutative ring with identity, a R-module M is called generalized* weakly supplemented module, if every submodule of M has a generalized * weakly supplement submodule in M , and a module M is called generalized*co-finitely weakly supplemented if every co-finite sub module of M has generalized* weakly supplement submodule in M In this paper we proved some results related to these concepts.