Biography

1. Mutah University/ Jordan 1994 -2002.   2. Michigan Technological University/ USA 2002-2006. 3. Al-Hussein Bin Talal University/ Jordan. 2006- Till Now

Degree Major University Year
See Qualifications
 1. PhD degree in Applied Functional Analysis,2006, Michigan Technological Univ./ USA.   2. Master degree in Mathematics, 1993, the University of Jordan/ Jordan.   3. Bachelor degree in Mathematics, 1990, Mu’tah University/ Jordan. -
 2000
Thesis Title Student Type / Role Status
SEE MY C.V. See Details Master's
Main Supervisor		 Completed
Conference / Paper Location Date Participation
Conferences - See Details
1. Petra International Conference on Mathematics, Oct. 23-25 Oct., 2007. Al-Hussein Bin Talal University/ Jordan. October/ 23-25 /2007.   2. Dalhousie University Halifax Conference, Nova Scotia, Canada, The strength of rigid/plastic composites: a comparison of piecewise-linear and power-law approximations, July/17/2006   3. Arabic Council for Training Arab Students. Al-Hussein Bin Talal University/ Jordan. August 9/2007 .
 -
 2000/01/01 Participant
Award Granting Body Year Amount
1. Scholarship from Al-Hussein Bin Talal University/Jordan to study PhD in Applied Mathematics at Michigan Technological University, USA 2002-2006.   2. Scholarship from Mutah University/Jordan to study Master degree in Mathematics at The University of Jordan/ 1991-1993.
Award
 - 2000

Additional Information

Day Time Location Notes
Sunday 09:00 AM — 10:00 AM 11:00 - 10:00  All working days
Interest Area Description
1-    Applied Mathematics. 2-    Mathematical Physics. 3-    Applications of Differential Equations. 4-    Mathematical Modeling for Physical and Natural Phenomena. 5-    Interactions of Nonlinear Waves. 6-    Scattering and Inverse Scattering Transform Methods. 7-    Numerical Analysis. 8-    Complex Analysis. 9-     Group Theory.  Applications of F uzzy Sets .
Field Description
Applied Mathematics and Mathematical Analysis
Course Code Level Credits
Under graduate course: Courses Taught-undergraduate 1-     Calculus. 2-     Linear Algebra. 3-    Principles of Applied Mathematics. 4-    Set theory. (Principles of Mathematics, Mathematical logic). 5-    Numerical Analysis. 6-    Real Analysis. 7-    Complex Analysis. 8-    Abstract Algebra. 9-    Functional Analysis. 10-  A bstract Algebra. 11-  G eneral topology.     Graduate Courses:   1- General Topology   2- Functional Analysis - Bachelor