BSc (Honours) Degree in Applied Mathematics

Programme Overview

The BSc Honours in Applied Mathematics is designed to offer a robust foundation for advanced academic pursuits and professional careers in the dynamic field of applied mathematics. This programme is tailored for students with strong theoretical grounding and practical interests, aiming to deepen and broaden their understanding of mathematical principles and their real-world applications.

Students will explore a wide array of topics—from abstract mathematical techniques to numerical computation, mathematical modelling, and computer simulation—while learning to apply these tools to solve complex, real-life problems.

Entry Requirements

Those who have followed subject combinations including MAT are eligible for this programme. The selection will be based upon the GPA obtained for MAT courses in first two years. The number of candidates depend on the available resources of the department of Mathematics.

Subject Combinations

Combination No: Combinations Available for Physical Science Students
P01 Mathematics, Chemistry, Physics
P02 Mathematics, Chemistry, Statistics
P03 Mathematics, Physics, Statistics
P04 Mathematics, Chemistry, Management Science
P05 Mathematics, Physics, Management Science
P06 Mathematics, Computer Science, Statistics
P07 Mathematics, Computer Science, Physics
P08 Mathematics, Statistics, Economics
P09 Mathematics, Pure Mathematics, Statistics
P10 Mathematics, Pure Mathematics, Computer Science
P11 Mathematics, Pure Mathematics, Chemistry
P12 Mathematics, Pure Mathematics, Management Science
P13 Mathematics, Physics, EES

 

Combination No: Combinations available for students who have sat for Combined Mathematics, Physics and ICT
I01 Mathematics, Physics, ICT
I02 Mathematics, Physics, EES
I03 Mathematics, Pure Mathematics, ICT

Course Structure – Third Year

Year Semester Prerequisites (Should have taken) Course Unit Title Credit Value Hours Core or Optional
Third Year First Semester AMT 3572 Mathematical Modeling I 02 30L C
AMT 3582 Nonlinear Differential equations and Dynamical Systems 02 30L C
MAT 2013 PMT 3202 Abstract Algebra 02 30L C*
MAT 1013 PMT 3213 Mathematical Analysis 03 45L C*
MAT 2013 PMT 3072 Honours Linear Algebra 02 30L O
PMT 2042 PMT 3103 Topology I 03 45L O
PMT 2042 PMT 3113 Honours Real Analysis I 03 45L O
AMT 3593 Financial Mathematics 03 45L O
AMT 3602 Computer Algebra 02 30L O
AMT 3612 Operational Research I 02 30L O
AMT 3622 Machine Learning I (Based on CSC 369 2.0 Machine Learning) 02 30L O
Second Semester AMT 3632 Complex Variables 02 30L C
MAT 2062 AMT 3642 Partial Differential Equations II 02 30L C
MAT 2062 AMT 3652 Mathematical Methods 02 30L C
AMT 3662 Numerical Analysis 02 30L C
AMT 3672 Actuarial Mathematics 02 30L O
AMT 3612 AMT 3682 Operational Research II 02 30L O
AMT 3692 Design and Analysis of Algorithms 02 30L O
AMT 3662 AMT 3702 Machine Learning II (Based on CSC 375 2.0 Machine Learning II) 02 30L O
PMT 3113 PMT 3153 Honours Real Analysis II 03 45L O

C: Core C*: Those who have done PMT as a subject in the first or second year are not allowed to do this course O: Optional L: Lectures

Course Structure – Fourth Year

Year Semester Prerequisites (Should have taken) Course Unit Title Credit Value Hours Core or Optional
Fourth Year First Semester AMT 4013 Advanced Numerical Techniques 03 45L C
AMT 4022 Seminar and Report Writing 02 30L C
AMT 4033 Optimization 03 45L C
AMT 4042 Mathematical Modelling II 02 30L O
PMT 3153 PMT 4013 Measure Theory 03 45L O
AMT 4998 Applied Mathematics Research Project 08 C
Second Semester AMT 4052 Applied Optimal Control 02 30L C
AMT 4063 Applied Graph Theory 03 45L O
PMT 3103, PMT 4013 PMT 4073 Functional Analysis 03 45L O
AMT 4986 Industrial Internship Project 06 C
AMT 4998 Applied Mathematics Research Project 08 C

C: Core O: Optional L: Lectures