Ungur, B.Halicioglu, S.Kurtulmaz, Y.Harmanci, A.2019-01-312019-01-3120131405-213Xhttp://hdl.handle.net/11693/48564Let R be an associative ring with identity. A right R–module M is called generalized principally quasi–Baer if for any m ∈ M, rR(m R) is left s– unital as an ideal of R and the ring R is said to be right (left) generalized principally quasi–Baer if R is a generalized principally quasi–Baer right (left) R–module. In this paper, we investigate properties of generalized principally quasi–Baer modules and right (left) generalized principally quasi–Baer rings.EnglishRight (left) generalized principally quasi–Baer rings,Generalized principally quasi–Baer modules13C9916D8016U80Article