BSc Degree

Subject Combinations

Students who have entered through the Physical Science stream of G.C.E. Advanced Level Examination can select one of the following 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

Students who have entered through the Physical Science stream following Combined Mathematics, Physics and ICT at the G.C.E. Advanced Level Examination must select one of the following combinations.

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 – First Year

Year Semester Prerequisites (Should have taken) Course Unit Title Credit Value Hours Core or Optional
First Year First Semester MAT 1013 Discrete Mathematics 03 45L C
MAT 1032 Differential Equations 02 30L C
MAT 1040 Scientific Computing I 00 30P C
MAT 1051 Basic Mathematics 01 15L O#
PMT 1013 Foundations of Mathematics 03 45L C
PMT 1022 Introdution to Number Theory 02 30L C
Second Semester PMT 1013 MAT 1053 Linear Algebra I 03 45L C
MAT 1072 Calculus I 02 30L C
MAT 1040 MAT 1080 Scientific Computing II 00 30P C
PMT 1013 PMT 1033 Analysis I 03 45L C
PMT 1013 PMT 1042 Geometry 02 30 C

C: Core O: Optional L: Lectures P: Practical O#: Those who have done Combined Mathematics as a subject in A/L are not allowed to do this course.

 

Course Structure – Second Year

Year Semester Prerequisites (Should have taken) Course Unit Title Credit Value Hours Core or Optional
Second Year First Semester MAT 1053 MAT 2013 Linear Algebra II 03 45L C
MAT 2062 Numerical Methods 02 30L C
MAT 1053 PMT 2013 Algebra I 03 45L C
PMT 1033 PMT 2022 Analysis II 02 30L C
Second Semester MAT 1072 MAT 2073 Calculus II 03 45L C
MAT 2082 Partial Differential Equations I 02 30L C
PMT 2013 PMT 2033 Algebra II 03 45L C
PMT 2022 PMT 2042 Analysis III 02 30L C

C: Core O: Optional L: Lectures

 

Course Structure – Third Year

Year Semester Prerequisites (Should have taken) Course Unit Title Credit Value Hours Core or Optional
Third Year First Semester MAT 3032 Mathematical Statistics I 02 30L O*
MAT 3042 Graph Theory 02 30L O
MAT 2013, MAT 2073 MAT 3082 Optimization 02 30L O
MAT 3092 Classical Mechanics 02 30L O
MAT 3102 Mathematical Modelling I 02 30L O
PMT 2042 PMT 3012 Analysis IV 02 30L C
PMT 2042 PMT 3022 Functions of Several Variables 02 30L O
PMT 2042, MAT 2013 PMT 3032 Differential Geometry of Curves and Surfaces 02 30L O
Second Semester MAT 2062 MAT 3122 Numerical Analysis 02 30L O
MAT 2013, MAT 2073 MAT 3132 Mathematical Perspectives in Machine Learning 02 30L O
MAT 3142 Computational Mathematics 02 30L O
MAT 3152 Fluid Dynamics 02 30L O
MAT 3162 Quantum Mechanics 02 30L O
MAT 3022 MAT 3172 Mathematical Statistics II 02 30L O*
PMT 2033 PMT 3042 Applied Algebra 02 30L O
PMT 3052 Dynamical Systems 02 30L O
PMT 3062 Combinatorics 02 30L O

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