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Mathematics MPhil


Course Description

Course overview

We invite MPhil and PhD proposals in any of our research areas. In Pure Mathematics our two main fields are functional analysis and geometric algebra. In Applied Mathematics our research is predominantly in fluid mechanics, astrophysics and cosmology.

Research Areas

Within each field of Pure Mathematics there are multiple subgroups. In analysis, one subgroup concentrates on operator theory and function theory, the other on Banach algebras, cohomology and modules. In algebra there are subgroups devoted to the study of infinite groups, and finite classical groups and their geometries

Our Applied Mathematics staff have research interests in: fluid dynamics, including numerical modelling of quantum fluids (superfluid liquid Helium and Bose-Einstein condensates); classical and astrophysical fluids (the Earth's core, planetary dynamos, accretion discs and galaxies); cosmology, including the very early universe and quantum gravity.

Training and Skills

As a research student you will receive a tailored package of academic and support elements to ensure you maximise your research and future career. The academic information is in the programme profile and you will be supported by our Postgraduate Researcher Development Programme and Research Student Support Team.

For further information see http://www.ncl.ac.uk/postgraduate/courses/degrees/mathematics-mphil-phd/#training&skills

How to apply

For course application information see http://www.ncl.ac.uk/postgraduate/courses/degrees/mathematics-mphil-phd/#howtoapply

Visit the Mathematics MPhil page on the Newcastle University website for more details!

Entry Requirements

A 2:1 honours degree, or international equivalent in: computing science; mathematics; physics; statistics; another strongly quantitative discipline. We also accept MMaths and MPhys degrees. If your first language is not English you need an overall IELTS score of 6.5.You may need an ATAS (Academic Technology Approval Scheme) clearance certificate.

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