الاسم : امل خليل حسن

العنوان : استاذ مساعد

الكلية : العلوم

القسم : علوم الرياضيات

البريد الالكتروني : amal.khelil@uobasrah.edu.iq

Amal Khaleel Hassan
Curriculum Vitae

Name:
Amal Khaleel Hassan

Contact Information:
Address : Department of Mathematics, College of Science, Basrah University, Basrah, Iraq
E–mail : amalkheleel2015@gamil.com

Personal Information:
Citizenship : Iraqi
Place of Birth : Iraq
Date of Birth : 18 August, 1970
Gender : female
Marital Status : Married

Educational Qualifications:
1. B.Sc. in Mathematics, Basrah University, Basrah, Iraq, 1992.
2. M.Sc. in Mathematics (Approximation Theory), Basrah University, Basrah, Iraq, 2005.
Title of M.Sc. Thesis :On the generalization of modified Lupas operators
Thesis Advisor: Assist prof. D. Ali J. Mohammed

Employment History:
1. Researcher Assistant,1 August, 1993, Department of Mathematics, College of Science, Basrah University, Basrah, Iraq.
2.Assistant Lecturer,26 October, 2005, Department of Mathematics, College of Science, Basrah University, Basrah, Iraq.
3.Lecturer, 18 Dismember ,2012 Until now, Department of Mathematics, College of Science, Basrah University, Basrah, Iraq.



Computer Skills:
1. Programming with Fortran.
2. Microsoft Office.


Previous Teaching Experience:
1. I taught the following courses for B.Sc. students at Department of Mathematics, College of Science, Basrah University, Basrah, Iraq, from November 2005 Until now.

1) Calculus
2) Finite Mathematics
3) Method of solution for ode.
4) Complex Analysis
5) Approximation Theory
6) Ring Theory

List of Research Publications:
1) On generalization of summation –integral Szasz operators.
vol. 35, No. 2, 15 April (2009).
2) With Ali J. Mohammad; A generalization of Baskakov operators of summation –integral-Phillips type form ; vol. 31(1), 28-40,2013.
3) With Ali J. Mohammad and saffa A. Abdul Hameed; A General Family of summation integral Baskakov-type operator. vol(40),No.(3)A..2014.
4) With Ali J. Mohammed; On truncated of general family of Baskakov –type operator ; Iraqi Jornal of Science, 2016,Vol.57,No.2B,pp:1288-1291.
5) On generalized Szasz-Bernstein-type operators;Journal of University of Babylon, Pure and Applied Sciences, Vol.(26),No.(4):2018.