Emine ALBAŞ

Fen Fakültesi, Matematik Bölümü, Cebir Ve Sayılar Teorisi Anabilim Dalı

Research areas: Natural Sciences, Mathematics, Computer Sciences, Associative Rings and Algebras, Commutative Rings and Algebras, Linear and Multilinear Algebra: Matrix Theory, General Algebraic Systems

Publications

Power values of cocentralizing b-generalized derivations of prime rings (2026)
b-Generalized Derivations on Prime Rings (2022)
b -Generalized derivations on prime rings (2022)
Annihilators of skew derivations with Engel conditions on prime rings (2019)
Posner’s second theorem and some related annihilating conditions on lie ideals (2018)
Posner’s second thorem and some related annihilating conditions on Lie ideals (2018)
An Engel condition with generalized skew derivations on multilinear polynomials (2017)
CENTRALIZERS OF GENERALIZED SKEW DERIVATIONS ON MULTILINEAR POLYNOMIALS (2017)
VANISHING DERIVATIONS AND CO-CENTRALIZING GENERALIZED DERIVATIONS ON MULTILINEAR POLYNOMIALS IN PRIME RINGS (2016)
GENERALIZED SKEW DERIVATIONS ON MULTILINEAR POLYNOMIALS IN RIGHT IDEALS OF PRIME RINGS (2014)
GENERALIZED SKEW DERIVATIONS ON MULTILINEAR POLYNOMIALS IN RIGHT IDEALS OF PRIME RINGS (2014)
Superderivations with invertible values (2014)
Generalized derivations on ideals of prime rings (2013)
Geralized Derivations on Ideals of Prime Rings (2013)
GENERALIZED SKEW DERIVATIONS WITH INVERTIBLE VALUES ON MULTILINEAR POLYNOMIALS (2012)
On generalized derivations satisfying certain identities (2011)
A Note On Generalized (?, ?)-Derivations of Prime Rings (2010)
Generalized Derivations with Engel Conditions on One-Sided Ideals (2008)
On τ-centralizers of semiprime rings (2007)
On t-Centralizers of Semiprime Rings (2007)
On Ideals and Orthogonal Generalized Derivations of Semiprime Rings (2007)
A Note on Generalized(s,t)-Derivations Associate with Hochschild 2-(s,t)Cocycles of Rings (2006)
Generalized derivations of prime rings (2004)
On Orthogonal generalized derivations of semiprime rings (2004)
On Generalized (σ,τ)-Derivations (2002)
On generalized (s,t)-Derivations (2002)
On generalized (sigma, tou)- derivations (2002)