Prof. Dr. Mohannad Ahmed Mahmoud

Full Name : Muhannad Ahmed Mahmoud

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Qualifications:

1 - Bachelor of Mathematics / University of Mosul / Iraq.

2 - Master of Mathematics / University of Mosul / Iraq.

3 - PhD in mathematics / numerical analysis / University of Mosul / Iraq.

Languages you are fluent: Arabic, English, Turkmen.

University, College, Department: University of Kirkuk - College of Science - Department of Mathematics

Scientific experience: Teaching the following subjects: Calculus - Advanced Calculus - Mathematical Analysis - Topology - Linear Algebra - Numerical Analysis - Abstract Algebra - Ordinary Differential Equations - Partial Differential Equations.

University Information: -

Faculty: Science

Branch or Department: Mathematics

Scientific Title : Professor

Degree : PhD

General Specialization : Mathematics

Specialization : Numerical Analysis

Scientific activities: Participation in conferences, seminars, seminars, and scientific courses.

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Published Researches:

1. The modified extended tanh method with the Riccati equation for solving the space-time fractional EW and MEW equations.

2. Exact solutions of the conformable fractional EW and MEW equations by a new generalized expansion method.

3. Analytic solution for the space-time fractional Klein-Gordon and coupled conformable Boussinesq equations.

4. Application of modified extended Tanh technique for solving complex Ginzburg-Landau equation considering Kerr law nonlinearity.

5. Septic B-spline collocation method for numerical solution of the coupled Burgers’ equations.

6. Solving the space-time fractional RLW and MRLW equations using modified extended tanh method with the Riccati equation.

7. Travelling wave solution for some partial differential equations.

8. On optical solitons for the nonlinear fractional twin-core couplers with Kerr law nonlinearity.

9. Soliton Solutions for Space-Time Fractional Korteweg-De Vries Equation.

10. Numerical Solutions Based on Finite Difference Techniques for Two Dimensional Advection-Diffusion Equation.

11. Numerical solutions to the 1-D Burgers’ equation by a cubic Hermite finite element method.

12. A NUMERICAL TECHNIQUE OF THE TIME FRACTIONAL GAS DYNAMICS EQUATION USING FINITE ELEMENT APPROACH WITH CUBIC HERMIT ELEMENT.

13. Convergence Analysis of The Finite Difference Solution for Two Dimensions Coupled-Benjamin-Bona-Mahony System.

14. Quintic B-spline collocation method for the numerical solution of the Bona–Smith family of Boussinesq equation type.

15. NUMERICAL SOLUTION OF BBM-SYSTEM BY USING FINITE ELEMENT METHOD.