**M. Sc. Students (with thesis)**

1. Nurul Akmal Mohamed, July 2005 – 19 May 2007. Thesis title: Numerical conformal mapping for doubly connected region via integral equation method.

2. Amir Syafiq Syamin Shah bin Amir Hamzah, July 2011 – 2013, Research Title: Solving Robin Problem via Integral Equation with the Generalized Neumann Kernel.

3. Siti Zulaikha Aspon, 2012 – 2014. Research Title: Integral Equation Approach for Computing Green’s Function on Multiply Connected Regions.

4. Lee Khiy Wei, 2014 – present. Research project on conformal mapping. Main Supervisor. Co-supervisor: Dr. Ali Wahab Kareem Sangawi.

**M. Sc. Students (with dissertation)**

1. Cik Sri Mazzura Muhammad Basri, December 2000 – October 2001. Dissertation title: Application of Hypergeometric Functions and R-functions in the Laplace Transform of a Product of Bessel Functions (in Malay).

2. Sharifah Alwiah Syed Abd. Rahman, December 2000 – Mac 2002. Dissertation title: Solving Certain Trinomial Equation by means of Generalized Hypegeometric Functions.

3. Syahirbanun Isa, May 2002 – March 2003. Dissertation title: Numerical Conformal Mapping via the Bergman Kernel.

4. Rahifa Ranom, April 2005 – November 2005. Dissertation title: Numerical conformal mapping of exterior regions using MATHEMATICA and Cauchy’s integral formula.

5. Hamizah Mohd. Safuan, April 2005 – November 2005. Dissertation title: On the Lagrange-Bürman theorem and the generating relations for orthogonal polynomials.

6. Teh Yuan Ying, December 2005 – April 2006. Dissertation title: Numerical Conformal Mapping via the Bergman Kernel using the Fourier Method.

7. Adam Saif, 2006 – 2007, Dissertation title: Approximation of Functions by Wavelets.

8. Nor Izzati Jaini, December 2007 – Mac 2008. Dissertation Title: An integral equation method for conformal mapping of doubly connected regions onto an annulus via the Neumann kernel.

9. Ummu Tasnim Husin, December 2008 –Mac 2009. Dissertation Title: Boundary Integral Equation with the Generalized Neumann Kernel for the Neumann Problem.

10. Ejaily Milad Ahmed Alejaily (Libya), July 2009 – October 2009. Dissertation Title: A Boundary Integral Equation for the Neumann Problem in bounded Multiply Connected Region.

11. Chye Mei Sian, December 2009 – November 2010. Dissertation Title: A Boundary Integral Equation for the Exterior Neumann Problem on Multiply Connected Region.

12. Lai Tze Wee, December 2009 – November 2010. Dissertation Title: Verification of Boundary Integral Equation for Conformal Mapping of Doubly Connecetd Regions onto a Disk with a Slit.

13. Mohmed M Ahmed Alagele (Libya), July 2011 – July 2012, Dissertation Title: Integral Equation Approach for Computing Green’s Function on Simply Connected Regions.

14. Siham Mohammed Lebayesh (Libya), July 2011 – July 2012, Dissertation: The Conformal Mapping Method for Solving Mixed Boundary Value Problems.

15. Sarfraz Hassan Salim (Iraq), 2012 – 2013. Research Project Title: Solving Mixed Boundary Value Problem via an Integral Equation with Generalized Neumann Kernel On Doubly Connected Regions.

16. Sheida Chahkandi Nezhad (Iran), 2012 – 2013. Research Project Title: Integral Equation Approach for Computing Green’s Function on Unbounded Simply Connected Regions.

17. Hemin Mohammed Hassan (Iraq), (2012– 2013), Solving Mixed Boundary Value Problem via an Integral Equation with the Generalized Neumann Kernel in Unbounded Doubly Connected Regions.

18. Yassen Mohamed Sulaiman (Yemen), (2014-2015), Integral Equations for the Riemann Map.

19. Ahmad Marhoon Hamed Alhashimi, (2016-2017), Comparison between analytical and numerical computation for surface decontamination by disinfectant solution.

20. Khalifa Ali Abdallah Alfarsi, (2018-2019), Solving surface decontamination model using Fourier series.