Programme Structure
(Ο – for optional, × – compulsory)
Level 3
|
Course code |
Course title |
Credit Value |
|
Subject 1 |
PEU3300 |
Mathematical Logic and Mathematical Proofs |
3
|
× |
PEU3301 |
Foundations of Mathematics |
3
|
× |
PEU3202 |
Vector Spaces |
2
|
× |
- Subject 2 and Subject 3 from among Applied Mathematics, Computer Science, Chemistry, and Physics and offer a total of 22 credits of regular courses with 8 credits each from those disciplines, and 6 credits of open elective courses.
- Further, ADU3302 – Differential Equations is a required course to follow the BSc Honours degree programme in Mathematics.
Level 04
|
Course code |
Course title |
Credit Value |
|
Major Subject 1 |
PEU4300 |
Real Analysis I |
3
|
×
|
PEU4301 |
Real Analysis II |
3
|
×
|
PEU4302 |
Linear Algebra |
3
|
×
|
PEU4303 |
Group Theory I |
3
|
×
|
- You have to decide a Minor Subject from among Subject 2 and Subject 3 chosen at Level 3 and, in addition, offer a total of 18 credits of courses with 12 credits from the Major Subject 2 (Subject 2 or 3 at Level 3) and 6 credits from the Minor Subject.
Level 5
|
Course code |
Course title |
Credit Value |
|
Specialization |
PEU5300 |
Riemann Integration |
3
|
×
|
PEU5301 |
Ring Theory |
3
|
Ο
|
PEU5302 |
Combinatorics |
3
|
Ο
|
PEU5303 |
Number Theory |
3
|
×
|
PEU5304 |
Introduction to Complex Analysis |
3
|
×
|
PEU5305 |
Complex Analysis I |
3
|
×
|
PEU5306 |
Introduction to Dynamical Systems |
3
|
Ο
|
PEU5307 |
Cryptography |
3
|
Ο
|
|
ADU5302 |
Mathematical Methods |
3
|
×
|
Total requirement for Level 5 – A total of 30 credits of courses with minimum 21 credits from the subject of Pure Mathematics, including the compulsory courses and minimum 3 credits and maximum 6 credits from the other two disciplines and/or up to 6 credits of open elective courses at Level 5.
Level 6
|
Course code |
Course title |
Credit Value |
|
Specialization |
PEU6300 |
Group Theory II |
3
|
×
|
PEU6601 |
Point Set Topology |
6
|
×
|
PEU6602 |
Measure Theory |
6
|
×
|
PEU6303 |
Complex Analysis II |
3
|
Ο
|
PEU6304 |
Functional Analysis |
3
|
Ο
|
PEU6305 |
Introduction to Galois Theory |
3
|
Ο
|
PEU6306 |
Advanced Topics in Real Analysis |
3
|
Ο
|
PEU6611 |
Research Project in Mathematics |
6
|
×
|
- Total requirement for Special Degree – A total of 30 credits at level 6 comprising minimum of 24 credits and maximum 30 credits of courses from the subject of Pure Mathematics, including the compulsory courses marked.