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Curriculum Vitae Contact Information Name: Adil Kadir Jabbar ...

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<strong>Curriculum</strong> <strong>Vitae</strong><br />

<strong>Contact</strong> <strong>Information</strong><br />

<strong>Name</strong>: <strong>Adil</strong> <strong>Kadir</strong> <strong>Jabbar</strong><br />

Address: Mathematics Department-College of Science-University of Sulaimani<br />

Cell Phone: 07701418457<br />

E-mail: adil.jabbar@univsul.net<br />

E-mail: adilkj@gmail.com<br />

Personal <strong>Information</strong><br />

Date of birth: 1 / 7 / 1955<br />

Place of birth: Kirkuk<br />

Nationality: Kurdish<br />

Gender: Male<br />

Marital status: Married<br />

Education<br />

B. Sc. in Mathematics. Mathematics Department-College of Science-University of<br />

Mosul in 1978.<br />

M. Sc. in Mathematics. Mathematics Department-College of Science-University of<br />

Baghdad in 1981.<br />

Ph. D. in Mathematics. Mathematics Department-College of Science-University of<br />

Sulaimani in 2007.<br />

Employment history<br />

Mathematics Department-College of Science-University of salahaddin 30-8-1983.<br />

Mathematics Department-College of Science-University of sulaimani 28-11-1992.<br />

Experience<br />

Head of Mathematics Department-College of Science-University of Sulaimani<br />

during ( 1994 2004 ).<br />

Head of Mathematics Department-College of Science-University of Sulaimani<br />

during ( 2008 ).<br />

I have taught several topics in mathematics during 1992 and till now such as:<br />

I: Subjects which have been taught to postgraduate (M. Sc.) students<br />

Advanced Linear Algebra.<br />

Advanced Topics in Algebra.<br />

Noncommutative Algebra.<br />

Functional Analysis.


II: Subjects which have been taught to undergraduate (B. Sc.) students<br />

Abstract Algebra.<br />

Linear Algebra.<br />

Mathematical Analysis.<br />

Complex Analysis.<br />

General Topology.<br />

Field Theory.<br />

Module Theory.<br />

Geometry.<br />

Foundations of Mathematics.<br />

Finite Mathematics.<br />

Calculus.<br />

Statistics.<br />

Papers and conferences<br />

[1] Ayad M. Ramadhan and <strong>Adil</strong> K. <strong>Jabbar</strong> (2002): Invariable ( 2 2 )-Linear systems,<br />

(JZS) Journal of Zankoy Sulaimani vol. 5, No. 1, pp 51-56.<br />

[2] <strong>Adil</strong> K. <strong>Jabbar</strong> (2004): Almost Noetherian domains which are almost dedekind,<br />

kaurdistan Academicians Journal (KAJ), 3(1), Part A, PP 33-39.<br />

[3] Ayad M. Ramadhan and <strong>Adil</strong> K. <strong>Jabbar</strong> (2006): Techniques of Finding Lower<br />

Bounds in Multiobjective Functions, Al-Rafiden Journal of Computer Sciences and<br />

Mathematics vol. 3, No. 2, pp 23-29.<br />

[4] <strong>Adil</strong> K. <strong>Jabbar</strong> (2006): Centrally Prime rings which are commutative, Journal of<br />

Kirkuk University-Scientific Studies- vol. 1, No. 2, pp 128-134.<br />

[5] <strong>Adil</strong> K. <strong>Jabbar</strong> and Abdulrahman H. Majeed (2007): On zero symmetric left<br />

centrally prime near rings, Journal of Kirkuk University-Scientific Studies- vol. 2,<br />

No. 1, pp 82-93.<br />

[6] <strong>Adil</strong> K. <strong>Jabbar</strong> and Abdulrahman H. Majeed (2007): Some Properties of Centrally<br />

closed Lie ideals of centrally prime rings, Journal of Al-Nahrain University, Vol. 2,<br />

No. 2, pp 162-167.<br />

[7] <strong>Adil</strong> K. <strong>Jabbar</strong> and Abdulrahman H. Majeed (2008): On centrally semiprime rings<br />

and centrally semiprime near-rings, Journal of Kirkuk university-Scientific studies-<br />

Vol. 3, No. 1, pp 158-168.<br />

[8] <strong>Adil</strong> K. <strong>Jabbar</strong> and Abdulrahman H. Majeed (2008): On centrally prime and<br />

centrally semiprime rings, Al-Rafiden Journal of Computer Sciences and<br />

Mathematics, Vol. 5, No. 1, pp 47-56.<br />

[9] <strong>Adil</strong> K. <strong>Jabbar</strong> and Abdulrahman H. Majeed (2008): Some commutativity<br />

conditions for finite centrally prime rings, (KAJ) Kurdistan Academicians Journal,<br />

6(1), Part A, PP 107-115.<br />

[10] <strong>Adil</strong> <strong>Kadir</strong> <strong>Jabbar</strong> and Abdulrahman Hamed Majeed (2008): Some effects of<br />

( , )<br />

derivations on Centrally Prime Rings, Journal of Zankoy Sulaimani 10(1),<br />

part A, pp 29-39.<br />

[11] <strong>Adil</strong> <strong>Kadir</strong> <strong>Jabbar</strong> (2009): A Generalization of Von Neumann Regular Rings, Al-<br />

Rafiden Journal of Computer Sciences and Mathematics, Vol. 6, No. 2, pp 197-210.


[12] <strong>Adil</strong> <strong>Kadir</strong> <strong>Jabbar</strong> (2009): On Centrally Regular Modules and Centrally Semiregular<br />

Modules, Journal of Zankoy Sulaimani 12(1), Part A, PP 85-96.<br />

[13] <strong>Adil</strong> <strong>Kadir</strong> <strong>Jabbar</strong> and Abdulrahman H. Majeed (2009): Zero Symmetric left<br />

Centrally Prime Near-Rings which are Commutative Rings, Journal of Kirkuk<br />

University-Scientific studies- Vol. 4, No. 3, pp 32-44.<br />

<strong>Adil</strong> K. <strong>Jabbar</strong> : More Results on Almost Noetherian domains, Paper Acceptance of<br />

Iraqi Journal of Science, No. 184 at 31-10-2005.<br />

Language and skills<br />

Kurdish.<br />

English.<br />

Arabic.<br />

Signature

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