Master of Science in Applied Mathematics

To develop and empower postgraduate learners who are going to (i) pursue a career in Applied Mathematics and Theoretical Physics, (ii) do Doctoral studies and research in Mathematical, Physical and Computer Sciences, (iii) apply Mathematics in those disciplines and areas of life that require high-level mathematical skills.

Recognition of prior learning

(i) A good pass in the Mathematical Sciences B Sc(Hons) Programme or

(ii) A good pass in an equivalent Mathematical Sciences programme from UFH or another University /Technikon. The Heads of the Departments in the School of Mathematical Sciences will decide on the equivalence of the programme.

Statement of exit level outcomes

Learners should demonstrate

(i) General content knowledge of topics (e.g. formal proofs of theorems);

(ii) Deep and mature understanding of content topics and abstraction in Mathematics (e.g. interpretation of abstract statements and their application);

(iii) Ability to apply (directly and indirectly) the theory and knowledge acquired in Mathematical and Physical Sciences.

(iv) Creative thinking and problem-solving skills,

(v) Ability to collect and analyzing, organizing and critically evaluating information;

(vi) Ability to reflect on and explore a variety of strategies to learn more effectively;

(vii) Research ability and report writing skills.

(viii) Ability to present papers at seminars.

(ix) Ability to work effectively with others as a member of a team, organization and community

(x) Ability to explore education and career opportunities.

Associated assessment criteria

Assessment will reflect the outcomes listed above.

Integrated Assessment procedures to ensure that the purpose of qualification is achieved

i) Coursework and Dissertation

Summative

a) Assignments, seminar and conference presentations

b) Mini dissertation

Formative

c) Final examinaiton at the end of exit level

or

ii) Full Dissertation