Amirah Azmi
Dr. Amirah Azmi 
Profile
Overview: Amirah started her career as an academician in the School of Mathematical Sciences in April 2015. She obtained her BSc and MSc in the area of Mathematics from Universiti Teknologi Malaysia, Skudai, Johor. Then she continued her PhD at the University of Wollongong, Australia and graduated in 2014 in the area of Applied Mathematics. Her research interest revolves around the area of linear and nonlinear waves, optical solitary waves and differential equations. In recent years, she is teaching Differential Equation 1 as her core subject and Introduction to Mathematical Modeling in alternate semester. Selected Publications Solving the nonlinear SchrÃ¶dinger equation using cubic Bspline interpolation and finite difference methods on dual solitons, Proceedings of the 4th International Conference on Mathematical Sciences (ICMS4) (2017). Solving nonlinear BenjaminBonaMahony equation using cubic Bspline and cubic trigonometric Bspline collocation methods, Proceedings of the 4th International Conference on Mathematical Sciences (ICMS4) (2017). Circular dispersive shock waves in colloidal media, J. Nonlinear Optic. Phys. Mat. (2016). Dispersive shock waves in colloids with temperature dependent compressibility, J. of Nonlinear Optic. Phys. Mat. (2014). Colloidal solitary waves with temperature dependent compressibility, J. Opt. (2014). 
Research Interests Solitons
Differential equations

Teaching & Supervision
Teaching
No.  Course Code  Course Name  Course Description 
1  MAT 223  DIFFERENTIAL EQUATION 1  This course begins with introducing some definitions and terminologies that will be widely used throughout. Firstorder and higherorder differential equations, along with the methods of solutions and their applications are introduced in mathematical modeling forms. Modeling with higherorder, Laplace transform, and systems of linear firstorder differential equations will also be covered. Students will also learn series solutions of linear equations and numerical methods in solving differential equations. 
2  MSG 328  INTRODUCTION TO MODELLING 
The Introduction to Modelling course is designed to provide students with a core and implementable knowledge of how mathematics can be used at the interdisciplinary interface. Students are expected to understand the core principles of mathematical modelling 
Current Supervision
Level  Name  Title 
Doctorate  Azhar Ahmad  Solutions of Solitary Waves Equation 
Hanis Safirah Saiful Anuar  Solving Dym Equation using Finite Difference, Quartic BSpline and Quintic BSpline Interpolation Method  
Altaf Abdulkarem Ali Alshawba  Nonlinear Fractional Partial Differential Equations with their Solitary and Compacton Solutions  
Che Haziqah Che Hussin  Approximate analytical method of Differential Transformation Method for high order linear and nonlinear boundary value problem  
Hytham Awad Hamad Alkresheh  Approximate Analytical Methods for Ordinary Differential Equations of Fractional Order  
Masters 
Hafed H Saleh Abdelrahman 
Approximate Analytical Methods for Solving Nonlinear TwoPoint Boundary Value Problems 
Research
List of publications:
Published papers:
 Azmi, A., Marchant, T. R., Circular dispersive shock waves in colloidal media, J. Nonlinear Optic. Phys. Mat. 25, 1650044 (2016).
 Azmi, A., Marchant, T. R., Dispersive shock waves in colloids with temperature dependent compressibility, J. of Nonlinear Optic. Phys. Mat., 25 (4), 122 (2014).
 Azmi, A., Marchant, T. R., Colloidal solitary waves with temperature dependent compressibility, J. Opt., 16, 055203 (2014).
Conference Proceedings:
 Ahmad A., Azmi, A., Majid, A.A., and Hamid N.N.A., Solving the nonlinear SchrÃ¶dinger equation using cubic Bspline interpolation and finite difference methods on dual solitons, Proceedings of the 4th International Conference on Mathematical Sciences (ICMS4), Putrajaya, Malaysia, 1517 November 2016, 020045 (2017).
 Mohd Rahan, N.N., Ishak, S.N.S., Hamid, N.N.A., Majid, A.A., and Azmi, A., Solving nonlinear BenjaminBonaMahony equation using cubic Bspline and cubic trigonometric Bspline collocation methods, Proceedings of the 4th International Conference on Mathematical Sciences (ICMS4), Putrajaya, Malaysia, 1517 November 2016, 020032 (2017).