Bachelor Of Science (Industrial Mathematics)

by | Feb 25, 2019


This programme provides an opportunity for students to enter the exciting field of industrial mathematics. The programmer emphasizes a broad education within mathematics, and students gain real world experiences by participating in industrial training. Students in this programme are exposed to various research areas done by academic staff in the department. These include industrial statistics, mathematical optimization, neural networks, scientific computing and numerical analysis, and fluid mechanics. Students can also solve advanced mathematical problems for industries in their final year project.

Year 1

  • Introduction to Mathematics Programme,
  • Mathematical Methods I,
  • Statistics
  • Computer Literacy
  • Mechanics/Principles of Chemistry
  • Islamic and Asian Civilization
  • Mathematical Methods II
  • Computer Programming
  • Linear Algebra
  • Differential Equations I
  • Academic English Skills
  • Malaysia Dynamics.

Year 2

  • Mathematical Statistics
  • Numerical Methods I
  • Discrete Mathematics
  • Differential Equations II
  • Vector Calculus
  • Science Technology and Humanity
  • Mathematical Methods III
  • Advanced Calculus
  • Mathematical Modelling I
  • Linear Programming
  • Advanced English for Academic Skills
  • Innovation and Creativity Electives (Choose 2 credits) :
  • Critical and Creative Thinking or Innovation and Creativity.

Year 3

  • Partial Differential Equations
  • Service Learning
  • English for Professional Purposes
  • Human Development Electives (Choose 2 credits) :
  • Technocrat and Development or Professional Ethics
  • Electives (Choose 6 credits)
  • Research Training (HW) (SHORT SEM)
  • Numerical Methods II
  • Research Methodology & Information Retrieval
  • Entrepreneurship and Enterprise Development
  • Electives (Choose 6 credits)

Year 4

  • Undergraduate Project I
  • Electives (Choose 12 credits)
  • Undergraduate Project II
  • Electives (Choose 12 credits).


  • Complex Variables
  • Modern Algebra
    Set Theory and Logic
  • Calculus of Variations
  • Research Training (HW) (SHORT SEM)
  • C++ Programming
  • Fields & Rings Theory
  • Number Theory
  • Functional Analysis
  • Fluid Mechanics
  • Fuzzy Set Theory
  • Applied Abstract Algebra
  • Topology
  • Computational Fluid Dynamics
  • Dynamics Stochastic Process
  • Quantum Mechanics
  • Non-Euclidean Geometry
  • Dynamical Systems
  • Inferential Statistics
  • Optimal Control.

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