Rickart and dual Rickart objects in abelian categories
S Crivei, A Kör - Applied Categorical Structures, 2016 - Springer
We introduce and study relative Rickart objects and dual relative Rickart objects in abelian
categories. We show how our theory may be employed in order to study relative regular …
categories. We show how our theory may be employed in order to study relative regular …
Utumi modules
Y Ibrahim, M Yousif - Communications in Algebra, 2018 - Taylor & Francis
ABSTRACT A right R-module M is called a U-module if, whenever A and B are submodules
of M with A≅ B and A∩ B= 0, there exist two summands K and L of M such that A⊆ ess K …
of M with A≅ B and A∩ B= 0, there exist two summands K and L of M such that A⊆ ess K …
Characterization of semi hollow-lifting module
IA Mansour, MR Qasem, MA Salih… - Materials Today …, 2023 - Elsevier
The present paper, is an extension and development of a serious of research papers
dealing with the semi-hollow lifting. Initially we proved semi hollow-lifting modules, by …
dealing with the semi-hollow lifting. Initially we proved semi hollow-lifting modules, by …
Weakly coretractable modules
IMA Hadi, SN Al-aeashi - Journal of Physics: Conference Series, 2018 - iopscience.iop.org
Open Access proceedings Journal of Physics: Conference series Page 1 Journal of Physics:
Conference Series PAPER • OPEN ACCESS Weakly Coretractable Modules To cite this …
Conference Series PAPER • OPEN ACCESS Weakly Coretractable Modules To cite this …
Weak Rickart and dual weak Rickart objects in abelian categories
S Crivei, D Keskin Tütüncü - Communications in Algebra, 2018 - Taylor & Francis
We introduce and investigate weak relative Rickart objects and dual weak relative Rickart
objects in abelian categories. Several types of abelian categories are characterized in terms …
objects in abelian categories. Several types of abelian categories are characterized in terms …
Retractable modules relative to a submodule and some generalizations
SN Al-Aeashi, FH Al-Bakaa - IOP Conference Series: Materials …, 2020 - iopscience.iop.org
A new generalizations of retractable modules relative to a submodule are introduced where
a module Script M is called retractable module relative to a submodule N of M if for all non …
a module Script M is called retractable module relative to a submodule N of M if for all non …
Strongly Rickart objects in abelian categories: Applications to strongly regular and strongly Baer objects
We show how the theory of (dual) strongly relative Rickart objects may be employed in order
to study strongly relative regular objects and (dual) strongly relative Baer objects in abelian …
to study strongly relative regular objects and (dual) strongly relative Baer objects in abelian …
Essentially And Weakly Essentially Coretrectable Modules
In this paper, we introduce two new notions related with coretrectable modules which are
called essentially coretrectable and weakly essentially coretrectable modules. Some basic …
called essentially coretrectable and weakly essentially coretrectable modules. Some basic …