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Adeeb Gasim Mu

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3. Arabic Council for Training Arab Students. Al-Hussein Bin Talal University/ Jordan. August9/20074. 2nd Regional Conference on Applied and Engineering Mathematics 2012 ( RCAEM II-2012)Institute of Engineering Mathematics / University Malaysia Perlis ,Malaysia.* GRADUATE COMMITTEES :1. Member, Msc committee for <strong>Mu</strong>na Al-Hamouri. Inertial Manifolds of Nonlinear BeamEquations. The University of Jordan/ Jordan. Nov/20/2007.2. Member, Msc committee for Ahmad Khalil, Exponential Attractors for Semi Linear WaveEquations with Damping. The University of Jordan/ Jordan. May/10/2008.3. Member, Msc committee for Hazem Albashyreh. On the Numerical Solution of SingularInitial Value Problem by Homotopy Analysis Method. <strong>Mu</strong>tah University/Jordan. Nov/27/ 2008.4. Member, Msc committee for Samar Alrawashdeh. On the Numerical Solutions of SingularBoundary Value Problems by Differential Transform Method. <strong>Mu</strong>tah University/ Jordan.April/14/2010.5. Member, Msc committee for Ghada Ali. Al-atoom . Cayley graphs of groups and constructiveproperties. <strong>Mu</strong>tah University/Jordan. July/24/ 2010.6. Member, Msc committee for Ahmmad Etoom. Line graph of simple graphs and structureproperties. <strong>Mu</strong>tah University/Jordan. July/24/ 2010.7. Member, Msc committee for Alaa’ Hakam Alrawajfeh. The cycles of Simple Graphs . <strong>Mu</strong>tahUniversity/Jordan. October/22/ 2012.8. Member, Msc committee for Salah Ibrahim. Al-awad. On Regular Group Rings, . <strong>Mu</strong>tahUniversity/Jordan. October/22/ 2012.9. Member, Msc committee for Eman Mohammad Al-Turk. Fixed point theorems of non expansivemapping in 2-metric spaces, . <strong>Mu</strong>tah University/Jordan. December/27/ 2012.* COURSES TAUGHT IN AL − HUSSEIN BIN TALAL UNIVERSITY :1. Calculus.2. Linear Algebra.3. Numerical Analysis.4. Ordinary Differential Equations.5. Partial Differential Equations.6. Principles of Applied Mathematics.7. Complex Analysis.8. Real Analysis.9. Set theory.10. Euclidean and Non-Euclidean Geometry.11. Mathematical methods.3

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