Refereed Proceedings


 

  1. Ali Hassan Mohamed Murid & Mohd. Rashidi Md. Razali, On boundary integral equations of the second kind for symmetric regions, Proceedings of the Second Asian Mathematical Conference 1995, World Scientific, 1998.
  2. Ali Hassan Mohamed Murid, M. Z. Nashed & Mohd. Rashidi Md. Razali, Some integral equations related to the Riemann map, Proceedings of the Third CMFT Conference: Computational Methods and Function Theory ’97, World Scientific, 1999.
  3. Ali Hassan Mohamed Murid & Mohamed M.S. Nasser, A Fredholm Integral Equation of the Second Kind for the Exterior Riemann Problem, Proceedings of International Conference on Research and Education in Mathematics 2003, UPM, 160-171.
  4. Ali Hassan Mohamed Murid, & Hamizah M. Safuan, On the Lagrange-Bürmann Theorem and the Generating Relations for Orthogonal Polynomials. CD Proceedings of International Advanced Technology Congress 2005.
  5. Laey-Nee Hu and Ali H. M. Murid, Conformal Mapping of Doubly Connected Regions onto an Annulus via an Integral Equation with the Kerzman-Stein Kernel, In: Maslina Darus and Shigeyoshi Owa (Eds) Proceedings of the International Symposium on New Development of Geometric Function Theory and Its Applications, School of Mathematical Sciences, Faculty of Science and Technology, UKM (2008) pp.359-369.
  6. Ali H. M. Murid, Laey-Nee Hu and Mohd Nor Mohamad, Numerical Conformal Mapping of Triply Connected Regions onto an Annulus with slit via an Integral Equation with the Neumann Kernel, In: Maslina Darus and Shigeyoshi Owa (Eds) Proceedings of the International Symposium on New Development of Geometric Function Theory and Its Applications, School of Mathematical Sciences, Faculty of Science and Technology, UKM (2008) pp.431-440.
  7. Zamzana Zamzamir, Ali H.M. Murid & Munira Ismail, An integral equation approach for the numerical solution of the exterior Riemann-Hilbert problem in a simply connected region with corners, In: Maslina Darus and Shigeyoshi Owa (Eds) Proceedings of the International Symposium on New Development of Geometric Function Theory and Its Applications, School of Mathematical Sciences, Faculty of Science and Technology, UKM (2008) pp.476-484.
  8. Ali H.M. Murid, Ummu Tasnim Husin and Hamisan Rahmat, An Integral Equation Method for Solving Neumann Problems in Simply Connected Regions with Smooth Boundaries, Paper presented by Ummu Tasnim at the 2nd International Conference and Workshops on Basics and Applied Sciences and Regional Annual Fundamental Science Seminar 2009 (ICORAFFS 2009), 3-4 June 2009, The Zone Regency Hotel, Johor Bahru.
  9. Zamzana Zamzamir, Munira Ismail and Ali H.M. Murid, Particular Solution for Non-Uniquely Solvable Exterior Riemann-Hilbert Problem on a Simply Connected Region with Corners, CD Proceedings of the 5th Asian Mathematical Conference (AMC) 2009.
  10. Laey-Nee Hu, Ali H.M. Murid and Mohd Nor Mohamad, An Integral Equation Method for Conformal Mapping of Multiply Connected Regions onto an Annulus with Circular Slits via the Neumann Kernel, CD Proceedings of the 5th Asian Mathematical Conference (AMC) 2009.
  11. M.A. Alejaily, Azlina Jumadi, Ali H.M. Murid, Hamisan Rahmat, “Computing the Solution of the Neumann Problem Using Integral Equation and Runge-Kutta Method”, Proceedings Regional Annual Fundamental Science Symposium (RAFSS 2010), Ibnu Sina Institute, UTM, 51 – 61.
  12. Ali W. Kareem Sangawi, Ali H.M Murid, M.M.S Nasser, Integral and Differential Equations for Conformal Mapping of Bounded Multiply Connected Regions onto a Circular Slit Domain, CD Proceedings of International Conference on Mathematical Applications in Engineering 2010 (ICMAE 2010), Faculty of Engineering, International Islamic University of Malaysia, 660 – 664.
  13. Ali W. Kareem Sangawi, Ali H.M. Murid, M.S. Nasser, An integral equation with a modified Neumann kernel for conformal mapping of bounded multiply connected regions onto a parallel slit region, CD Proceedings of Faculty of Science Postgraduate Conference 2010 (FSPGC 2010), UTM, 64 – 71.
  14. Ali W. Kareem Sangawi, Ali H.M. Murid, M.S. Nasser, Integral and Differential Equations for Conformal Mapping of Bounded Multiply Connected Regions onto a Radial Slit Region, Proceedings of  Third International Graduate Conference on Engineering, Science and Humanities 2010 (IGCESH 2010), School of Graduate Studies, UTM, 1-6.
  15. Ali W. Kareem Sangawi, Ali H.M. Murid, M.S. Nasser, An integral equation for conformal mapping of bounded multiply connected regions onto a parallel slit region, Proceedings of 2nd International Conference on Mathematical Sciences 2010 (ICMS2 2010), UKM, 850 – 858.
  16. Samer A. A. Al-Hatemi, Ali H. M. Murid, and Mohamed M. S. Nasser, Solving a mixed boundary value problem via an integral equation with adjoint generalized Neumann kernel in bounded multiply connected regions, AIP Conf. Proc. 1522, 508 (2013); doi: 10.1063/1.4801169. (indexed by ISI, SCOPUS and several other databases)
  17. Arif A. M. Yunus, Ali H. M. Murid, and Mohamed M. S. Nasser, Radial slits maps of unbounded multiply connected regions, AIP Conf. Proc. 1522, 132 (2013); doi: 10.1063/1.4801115 (indexed by ISI, SCOPUS and several other databases).
  18. Siti Zulaiha Aspon, Ali Hassan Mohamed Murid, and Hamisan Rahmat, Computing Green’s function on unbounded doubly connected regions via integral equation with the generalized Neumann kernel, AIP Conference Proceedings 1605, 215 (2014); doi: 10.1063/1.4887591 (indexed by ISI, SCOPUS and several other databases).
  19. Ali W.K. Sangawi, Ali H. M. Murid and Lee Khiy Wei, Circular, Parallel and Radial Slits Maps and their Inverses of Bounded Multiply Connected Regions with GUI, Proceedings of 3rd International Conference on Computer Engineering & Mathematical Sciences (ICCEMS 2014), SANDKRS(Science And Knowledge Research Society), 1-12.
  20. Shwan Hassan, Ali H. M. Murid, and Munira Ismail, Solving Interior and Exterior Robin Problems in Simply Connected Regions via Integral Equations with the Generalized Neumann Kernel, Proceedings of the 3rd International Conference on Computer Engineering and Mathematical Sciences (ICCEMS 2014 ) , Science and Knowledge Research Society ,73-83.
  21. Mukhiddin I. Muminov and Ali H. M. Murid, Spectral Analysis of Two-Particle Schrodinger Operator on a Lattice, AIP Conference Proceedings 1682, 040017 (2015), 1-14; doi: 10.1063/1.4932490 (indexed by ISI, SCOPUS and several other databases).
  22. Kashif Nazar, Ali H. M. Murid, and Ali W. K. Sangawi, Some integral equations related to the Ahlfors map for multiply connected regions, AIP Conference Proceedings 1691, 040021 (2015), 1-8; doi: 10.1063/1.4937071 (indexed in ISI, SCOPUS and several other databases).
  23. Ummu Tasnim Husin and Ali Hassan Mohamed Murid, An Integral Equation for Conformal Mapping of Multiply Connected Regions onto a Circular Region, Proceedings of 3rd International Science Postgraduate Conference 2015 (ISPC2015) , Faculty of Science, Universiti Teknologi Malaysia, 264-273.
  24. Ali W.K. Sangawi, Kashif Nazar, Ali H.M. Murid, A Numerical Method for Locating the Zeros of Ahlfors Map for Doubly Connected Regions, Proceedings of the 2nd International Conference on Soft Computing and Computational Mathematics (ICSCCM 2015), Science and Knowledge Research Society, 49-55.
  25. Amir S. A. Hamzah, Ali H. M. Murid & Mohd Razman Salim, Mathematical Model for Horizontal Subsurface Constructed Wetland System with Vegetation Type, Proceedings of 4th International Science Postgraduate Conference 2016 (ISPC2016), Faculty of Science, Universiti Teknologi Malaysia, 178-183.
  26. Shwan H. H. Al-Shatri, Ali H.M. Murid, Munira Ismail & Mukhiddin I. Muminov, Solving Robin Problems in Bounded Multiply Connected Regions via an Integral Equations and Differential Equations with the Generalized Neumann Kernel, Proceedings of 4th International Science Postgraduate Conference 2016 (ISPC2016), Faculty of Science, Universiti Teknologi Malaysia, 146-156.
  27. Shwan H. H. Al-Shatri, Ali H. M. Murid, and Munira Ismail, Solving Robin problems in bounded doubly connected regions via an integral equation with the generalized Neumann kernel, AIP Conference Proceedings 1750, 030004 (2016); doi: 10.1063/1.4954540 (indexed in SCOPUS).
  28. Amir S. A. Hamzah, Ali H. M. Murid, Zainal A. Aziz, Akbar Banitalebi, Hazzarita Rahman, and Norazelah Hamdon, Modeling of microbial approach in wastewater treatment process: A case study of mPHO in Taman Timor oxidation pond, Johor, Malaysia, AIP Conference Proceedings 1750, 030023 (2016); doi: 10.1063/1.4954559 (indexed in SCOPUS).
  29. Kashif Nazar, Ali W.K. Sangawi, and Ali H.M. Murid, The Computation of Zeros of Ahlfors Map for Multiply Connected Regions, AIP Conference Proceedings 1795, 020003 (2017); doi: 10.1063/1.4972147. (indexed in SCOPUS)
  30. Arif A. M. Yunus and Ali H. M. Murid, Conformal mapping of unbounded multiply connected regions onto logarithmic spiral slit with infinite straight slit, AIP Conference Proceedings 1830, 070032 (2017); doi: 10.1063/1.4980981. (indexed in SCOPUS)
  31. Khiy Wei Lee, , Ali H. M. Murid, and , and Ali W. K. Sangawi, Solving integral equations with generalized Neumann kernel using global simpler GMRES for numerical conformal mapping, AIP Conference Proceedings 1870, 040075 (2017); doi: 10.1063/1.4995907. (indexed in SCOPUS)
  32. Nur Hazwani Aqilah Abdul Wahid and Ali Hassan Mohamed Murid, Convergence of the series for the Szego kernel for an annulus region, AIP Conference Proceedings 1974, 030025 (2018); doi: 10.1063/1.5041669. (indexed in SCOPUS)
  33. Nur Syahirah Sahril and Ali Hassan Mohamed Murid, Mathematical Modelling of Heartbeat, Final Year Project Proceedings, 2018, Department of Mathematical Sciences, Faculty of Science, UTM, 344-361.
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