To register for a postgraduate research degree, a candidate must normally have obtained a primary degree classification equivalent to Second Class Honours or above, from an approved University or an approved equivalent degree-awarding body, or have an approved equivalent professional qualification in an area cognate to the proposed research topic.
I.PhD applicants should hold a masters degree by research from a recognised university.
II.Applicants who do not hold a postgraduate research qualification e.g. Masters by Research (or equivalent) are only eligible to register on the 'PhD-track register' which is stage 1 of the PhD programme. On successful completion of the transfer process (report and interview within 21 months of their start date) a student on the 'PhD-track register' will be transferred to the 'PhD register' with effect from their original start date in the university. Students who do not successfully complete the transfer may be eligible to graduate with a Masters at this stage.
III.For those interested in applying for a Masters degree by research, an honours primary degree is necessary (preferably at least 2:1) in the discipline in which they intend to undertake the research.
It may also be possible to move from the Masters register to the PhD register on successful completion of a transfer process, as outlined above, if the student made sufficient progress.
The School carries out research in a wide variety of topics under the broad heading of the Mathematical Sciences, ranging from geometric group theory to computational astrophysics. Our research falls into the categories listed below: follow these links for more information about our research and about postgraduate and postdoctoral research opportunities. School members are also affiliated to a number of university and national research centres. For information about forthcoming conferences organised by the School, see News and Events.
The research done in the School broadly falls under five headings:
•Algebra & Geometry
•Analysis of Differential Equations
•Financial and Actuarial Mathematics
•Relativity and Astrophysics
You may find details of individual's research interests and publications by looking them up under People, and clicking on their names.