OMAR IBRAHIM AHMAD HIRZ ALLAH

Omar Ibrahem Ahmad Hirzallah	Professor
Functional Analysis: Matrix Analysis and Operator Theory	Real Analysis
Faculty of Science	Department of Mathematics
o.hirzal@hu.edu.jo	http://staff.hu.edu.jo/hirzallah
ORCID ID :
Office No. :	EXT : 4279

C.V. Document file as PDF:

Ph.D.	The University of Jordan	Jordan,2000
Master	The University of Jordan	Jordan,1994
Bachelor	Mu'tah University	Jordan,1991

 Functional Analysis, Matrix Analysis and Operator Theory

1. (with F. Kittaneh) Non-Commutative Clarkson inequalities for n-tuples of operators, J. Integral Equations and Operator Theory, 60 (2008), 369-379.

2. (with F. Kittaneh) Inequalities for sums and direct sums of Hilbert space operators, Linear Algebra Appl., 424(2007), 71-82.

3. Inequalities for sums and products of operators, Linear Algebra Appl., 407(2005), 32-42.

4. Non-commutative operator Bohr inequality, J. Math. Anal. Appl., 282(2003), 578-583.

5. (with F. Kittaneh) Commutator inequalities for the Hilbert-Schmidt norm, J. Math. Anal. Appl., 268(2002), 67-73.

6. (with F. Kittaneh) Non-commutative Clarkson inequalities for unitarily invariant norms, Pacific J. Math., Vol. 202, No. 2(2002), 363-369.

7. (with F. Kittaneh) Norm inequalities for weighted power means of operators, Linear Algebra Appl. 341(2002), 181-193.

8. (with F. Kittaneh) On the chordal transform of Hilbert space operators, Glasgow Math. J., 44(2002), 275-284.

9. (with F. Kittaneh) Matrix Young inequalities for the Hilbert-Schmidt norm, Linear Algebra Appl. 308(2000), 77-84.

 
1. Associate Professor, Hashemite University, 17/3/2008 – Present. 

2. Assistant Professor, Hashemite University, 13/2/2000 – 16/3/2008.

1.	Calculus I, II, and III

2.	Mathematics for Engineering II

3.	Statistics for Economics and Business

4.	Discreet Mathematics

5.	Biostatistics

6.	Linear Algebra I and II

7.	Real Analysis I, II and III

8.	Complex Analysis

9.	Functional Analysis

10.	Number Theory

11.	Abstract Algebra I

12.	Ordinary Differential Equations I and II

13.	Partial Differential Equations I

14.	 Advanced Calculus.

1. Associate Professor, Hashemite University, 17/3/2008 – Present. 

2. Assistant Professor, Hashemite University, 13/2/2000 – 16/3/2008.

Reviewer for  the Zentralblatt of Mathematics, 2004  – Present.

OMAR IBRAHIM AHMAD HIRZ ALLAH

OMAR IBRAHIM AHMAD HIRZ ALLAH

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