Some variations of projectivity

ORHAN ERTAŞ NİL, Tribak Rachid , Place of Publication: Journal of Algebra and its Applications , 2022

UluslararasıHakemliSCI-ExpandedÖzgün Makale

Some properties of intersection graph of a module with an application of the graph of ℤn

ORHAN ERTAŞ NİL,sürül sema , Place of Publication: Journal of Discrete Mathematical Sciences and Cryptography , 2021

UluslararasıHakemliEmerging Sources Citation IndexÖzgün Makalehttps://www.tandfonline.com/doi/abs/10.1080/09720529.2019.1670944

On Almost Projective Modules

ORHAN ERTAŞ NİL , Place of Publication: Axioms , 2021

UluslararasıHakemliSCI-ExpandedÖzgün Makalefile:///C:/Users/nil.ertas/Downloads/axioms-10-00021%20(6).pdf

On Rings Whose Quasi-Projective Modules Are Projective or Semisimple

ORHAN ERTAŞ NİL, acar ummuhan , Place of Publication: Communications in Mathematics and Applications , 2021

UluslararasıHakemliE-SCIÖzgün Makalehttps://www.rgnpublications.com/journals/index.php/cma/article/view/1490

A Variation of Coretractable Modules

ORHAN ERTAŞ NİL,KESKİN TÜTÜNCÜ DERYA,Tribak Rachid , Place of Publication: Bull. Malays.Math.Sci.Soc. , 2018

UluslararasıHakemliSCI-ExpandedÖzgün Makale

On dual Rickart modules and weak dual Rickart modules

KESKİN TÜTÜNCÜ DERYA,ORHAN ERTAŞ NİL,Tribak Rachid , Place of Publication: Algebra and Discrete Mathematics , 2018

UluslararasıHakemliAMS MATHSCINET Mathematical ReviewsÖzgün Makale

On Weak Rickart Modules

KESKİN TÜTÜNCÜ DERYA,ORHAN ERTAŞ NİL,Tribak Rachid , Place of Publication: Journa of Algebra and Its Applications , 2017

UluslararasıHakemliSCI-ExpandedÖzgün Makale

Direct Sums of ADS modules

Tribak Rachid,KESKİN TÜTÜNCÜ DERYA,ORHAN ERTAŞ NİL , Place of Publication: Bol. Soc. Mat. Mex. , 2016

UluslararasıHakemliEmerging Sources Citation IndexÖzgün Makale

Rings for which the Cosingular Submodule of every Module is a Direct Summand

KESKİN TÜTÜNCÜ DERYA,ORHAN ERTAŞ NİL,Patrick Smith,Rachid Tribak , Place of Publication: Turkish Journal of Mathematics , 2014

UluslararasıHakemliSCI-ExpandedÖzgün Makale

Fully Idempotent and Multiplication Modules

ORHAN ERTAŞ NİL , Place of Publication: Palestine Journal of Mathematics , 2014

UluslararasıHakemliZentralBlatt Math, American Math ReviewsÖzgün Makale

Rings whose modules have maximal or minimal projectivity domain

Holston Chris,Permouth Lopez,ORHAN ERTAŞ NİL , Place of Publication: Journal of Pure and Applied Algebra , 2012

UluslararasıHakemliSCI-ExpandedÖzgün Makalehttp://linkinghub.elsevier.com/retrieve/pii/S0022404911002052

Rings whose cyclic modules are direct sums of extending modules

AYDOĞDU PINAR, ER NOYAN FEVZİ, ORHAN ERTAŞ NİL , Place of Publication: Glasgow Mathematical Journal , 2012

UluslararasıHakemliSCIÖzgün Makale

On Fully Idempotent Modules

KESKİN TÜTÜNCÜ DERYA,ORHAN ERTAŞ NİL,Tribak Rachid,Smith Patrick , Place of Publication: COMMUNICATIONS IN ALGEBRA , 2011

UluslararasıHakemliSCIÖzgün Makale

Mixed Injective Modules

KESKİN TÜTÜNCÜ DERYA, Saad Mohamed, ORHAN ERTAŞ NİL , Place of Publication: Glasgow Mathematical Journal , 2010

UluslararasıHakemliSCIÖzgün Makale

Generalized Projective Modules and Lifting Modules

ORHAN ERTAŞ NİL, acar ummuhan , Place of Publication: InternationalMathematical Forum , 2010

UluslararasıHakemliMathSciÖzgün Makalehttp://www.m-hikari.com/imf.html

Two Generalizations of Lifting Modules

ORHAN ERTAŞ NİL, Tribak Rachid , Place of Publication: International Journal of Algebra , 2009

UluslararasıHakemliMathSciÖzgün Makale

Lifting Modules with Indecomposable Decompositions

ER NOYAN FEVZİ, ORHAN ERTAŞ NİL , Place of Publication: Communications in Algebra , 2008

UluslararasıHakemliSCIÖzgün Makale

Direct sums of Lifting Modules

ORHAN ERTAŞ NİL, KESKİN TÜTÜNCÜ DERYA , Place of Publication: East-West Journal ofMathematics , 2007

UluslararasıHakemliMathSciÖzgün Makale

On Hollow Lifting Modules

ORHAN ERTAŞ NİL,KESKİN TÜTÜNCÜ DERYA,Rachid Tribak , Place of Publication: Taiwanese Journal of Mathematics , 2007

UluslararasıHakemliSCI-ExpandedÖzgün Makale

Direct Summands of Å supplemented Modules

ORHAN ERTAŞ NİL, KESKİN TÜTÜNCÜ DERYA, Tribak Rachid , Place of Publication: Algebra Colloquium , 2007

UluslararasıHakemliSCI-ExpandedÖzgün Makale

Generalization of Weak Lifting Modules

ORHAN ERTAŞ NİL,KESKİN TÜTÜNCÜ DERYA , Place of Publication: Soochow Journal ofMathematics , 2006

UluslararasıHakemliMathSciÖzgün Makale

Hollow Dimension of Modules

ORHAN ERTAŞ NİL, KESKİN TÜTÜNCÜ DERYA , Place of Publication: Journal of Zhejiang University Science , 2005

UluslararasıHakemliMathSciÖzgün Makale

Characterizations of Lifting Modules in terms of Cojective Modulesand the class of B M X

ORHAN ERTAŞ NİL, KESKİN TÜTÜNCÜ DERYA , Place of Publication: International Journal of Mathematics , 2005

UluslararasıHakemliSCI-ExpandedÖzgün Makale

Some Characterizations of Lifting Modules in terms of Preradicals

ORHAN ERTAŞ NİL , Place of Publication: Hacettepe Journal of Mathematics and Statistics , 2003

UluslararasıHakemliMathSciÖzgün Makale

CCSR Modules and Weak Lifting Modules

KESKİN TÜTÜNCÜ DERYA, ORHAN ERTAŞ NİL , Place of Publication: East-West Journal of Mathematics , 2003

UluslararasıHakemliMathSciÖzgün Makale