Prasiswazah FST



Mathematics Programme

Modern mathematics can be separated into two main classes; pure mathematics and applied mathematics. Pure mathematics appeals to one’s understanding of how and why the nature of the object of mathematical focus is the way it is. Applied mathematics trains a person to use pure mathematics systematically as a tool to solve various important problems in everyday life. Mastery of the interaction between these two classes of mathematics empowers one with a mindset that is ready to advance in any type of career.

Major courses

1st year

2nd year

3rd year

4th year

Career Prospects

Core lecturers

Assoc. Prof. Dr. Eddie Shahril Ismail

Kriptografi Bermatematik (

Prof. Dr. Ishak Hashim

Fluid Mechanics, Numerical Methods, Mathematical Modelling (

Prof. Dr. Roslinda Mohd Nazar

Fluid Dynamics, Convective Heat Transfer

Prof. Dr. Anuar Mohd Ishak

Fluid Mechanics (

Prof. Dr. Maslina Darus

Complex Analysis, Geometric Function Theory (

Prof. Dr. Abd Ghafur Ahmad

Group Theory, Combinatorial Algebra (

Prof. Dr. Mohd Salmi Md Noorani

Ergodic Theory, Dynamical Systems (

Assoc. Prof. Dr. Fatimah Abdul Razak

Fizik Matematik dan Sistem Kompleks (

Assoc. Prof. Dr. Azmin Sham Rambely

Modelling, Biomechanics (

Dr. Alawiah Ibrahim

Complex Analysis (

Dr. Syahida Che Dzul-Kifli

Dynamical Systems (

Dr. Sakhinah Abu Bakar

Computational Mathematics, Intelligent Systems, Machine Learning Algorithms (

Dr. Muhammad Syafiq Johar

Differential geometry, geometric flows, Lie groups, partial differential equations (

Dr. Mohd Almie Alias

Level set method, mathematical biology, applied and computational mathematics (

Entry requirements

General requirement:

  1. Complete 12 years of Primary and High School education; and
  2. Obtain High School (e.g. Higher Secondary Certificate, Senior Secondary School Graduation Certificate, Tawjihiyah, Ijazah Sekolah Menengah Atas, High School Diploma); and
  3. Meet minimum English requirement set by faculty; and
  4. Pass UKM interview (if required) ; and
  5. Meet faculty specific requirement;

Specific programme requirement:

Forms and Circulars
Academic Calendar