A dual approach to the theory of inverse split modules
Let R be an arbitrary ring with identity, M a right R-module and F a fully invariant submodule
of M. The notion of an F-inverse split module M has been defined and studied by the present …
of M. The notion of an F-inverse split module M has been defined and studied by the present …
A dual approach to the theory of inverse split modules
B ÜNGÖR, S HALICIOĞLU… - … OF ALGEBRA AND ITS …, 2018 - avesis.hacettepe.edu.tr
Let R be an arbitrary ring with identity, M a right R-module and F a fully invariant submodule
of M. The notion of an F-inverse split module M has been defined and studied by the present …
of M. The notion of an F-inverse split module M has been defined and studied by the present …
A dual approach to the theory of inverse split modules.
B Ungor, S Halicioglu… - Journal of Algebra & Its …, 2018 - search.ebscohost.com
Let be an arbitrary ring with identity, a right-module and a fully invariant submodule of. The
notion of an-inverse split module has been defined and studied by the present authors …
notion of an-inverse split module has been defined and studied by the present authors …
A dual approach to the theory of inverse split modules
B ÜNGÖR, S HALICIOĞLU… - JOURNAL OF ALGEBRA …, 2018 - avesis.ankara.edu.tr
Let R be an arbitrary ring with identity, M a right R-module and F a fully invariant submodule
of M. The notion of an F-inverse split module M has been defined and studied by the present …
of M. The notion of an F-inverse split module M has been defined and studied by the present …
[PDF][PDF] A DUAL APPROACH TO THE THEORY OF INVERSE SPLIT MODULES
B UNGOR, S HALICIOGLU, A HARMANCI - researchgate.net
Let R be an arbitrary ring with identity, M a right R-module and F a fully invariant submodule
of M. The notion of an F-inverse split module M has been defined and studied by the present …
of M. The notion of an F-inverse split module M has been defined and studied by the present …