محمد نادر قصیری

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