1 |
POSNER’S FIRST THEOREM FOR PRIME MODULES
|
Khayyam Journal of Mathematics
|
2 |
Anti-derivations on triangular rings
|
Khayyam Journal of Mathematics
|
3 |
Characterizing Jordan Derivable Maps on Triangular Rings by Local Actions
|
Journal of Mathematics
|
4 |
On derivations, biderivations and superbiderivations of quaternion rings
|
Rendiconti del Circolo Matematico di Palermo
|
5 |
Generalized Derivations and Generalized Jordan Derivations of Quaternion Rings
|
Iranian Journal of Science and Technology Transaction A-Science
|
6 |
LINEAR MAPS ON BLOCK UPPER TRIANGULAR MATRIX ALGEBRAS BEHAVING LIKE JORDAN DERIVATIONS THROUGH COMMUTATIVE ZERO PRODUCTS
|
Operators and Matrices
|
7 |
On the Lie derivations and generalized Lie derivations of quaternion rings
|
COMMUNICATIONS IN ALGEBRA
|
8 |
On superderivations and super-biderivations of trivial extensions and triangular matrix rings
|
COMMUNICATIONS IN ALGEBRA
|
9 |
On the idempotents, nilpotents, units and zero-divisors of finite rings
|
LINEAR & MULTILINEAR ALGEBRA
|
10 |
On derivations and biderivations of trivial extensions and triangular matrix rings
|
Bulletin of the Iranian Mathematical Society
|
11 |
Some questions concerning superderivations on Z2-graded rings
|
Aequationes mathematicae
|
12 |
On bidreivations of upper triangular matrix rings
|
Linear algebra and its applications
|
13 |
ON JORDAN LEFT DERIVATIONS AND GENERALIZED JORDAN LEFT DERIVATIONS OF MATRIX RINGS
|
Bulletin of the Iranian Mathematical Society
|
14 |
SOME RESULTS ON PRIME SKEW RINGS
|
COMMUNICATIONS IN ALGEBRA
|
15 |
Ring with left multiplicative identity
|
International Journal of Algebra
|
16 |
Rings with weak identities
|
International Journal of Algebra
|
17 |
Derivations of certain classes of matrix rings
|
نشريه علوم دانشگاه تربيت معلم
|
18 |
The structre of Jordan Derivations of some classes of some Classes of Matrix Rings
|
TAIWANESE JOURNAL OF MATHEMATICS
|
19 |
The Structure of (a,b)-Derivations of Triangular Rings
|
Iranian Journal of Science and Technology-Transactions of Electrical Engineering
|