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Computational Mathematics

Learn how to combine advanced mathematical modelling approaches with powerful computational solution techniques whilst gaining a highly regarded postgraduate qualification that meets the needs of today's working environments across many industries.This course delivers an outstanding combination of advanced application-oriented mathematical concepts and computational methodologies. Broad in scope and genuinely multidisciplinary in nature, it is based on solid and well-founded mathematical theory.

Entry requirements

A 2.2 Bachelors degree or above in mathematics or a closely related discipline with significant mathematical content on an appropriate level, or equivalent, or significant work experience in a management or supervisory position.

Course modules

Modules include: optimisation; scientific computing; studying at masters level and research methods; networks and algorithms; nonlinear system dynamics; stochastic processes; independent scholarship.

Assessment methods

Assessments on this course are principally based on coursework, which gives students the possibility to independently investigate relevant topics.

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