Graduate Diploma in Mathematics

Year 1

(Award available for year: Graduate Diploma)

Learning outcomes

On completion of the programme students should have provided evidence of being able to:
- demonstrate a good understanding of some areas of mathematics;
- demonstrate a good level of skill in calculation and manipulation within specific areas of mathematics;
- apply concepts and principles in well-defined contexts, showing judgement in the selection and application of tools and techniques;
- understand complex logical arguments, identifying the assumptions and conclusions made;
- demonstrate a reasonable level of skill in comprehending problems, formulating them mathematically and obtaining solutions by appropriate methods;
- present straightforward arguments and conclusions accurately and clearly;
- demonstrate appropriate transferable skills and the ability to work under guidance;
- prepare for a taught postgraduate programme in a specified area of mathematics.

Transferable (key) skills

Students will have had the opportunity to acquire, as defined in the modules specified for the programme:
- the transferable/key/generic skills necessary for employment related to the area(s) studied;
- the exercise of initiative and personal responsibility;
- the deployment of decision making skills in complex and unpredictable situations;
- the communication of information, ideas, problems and solutions in a variety of ways to a variety of audiences.

Assessment

Achievement will be assessed by a variety of methods in accordance with the learning outcomes of the modules specified and will include:
- demonstrating the ability to apply a broad range of aspects of the discipline;
- work that draws on a wide variety of material;
- work that is typically both evaluative and creative.