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Mathematics PhD Newcastle University



COVID-19 update: This course will start online and continue on campus later. Read more

Course info


We invite 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.

As a research postgraduate in the School of Mathematics, Statistics and Physics you will be working under the supervision of an expert in your chosen field. To help you identify a topic and potential supervisor, we encourage you to find out more about our staff specialisms.

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.

Course options

Here are the different ways in which you can study Mathematics PhD.

Full Time (36 months)

Tuition fees

£17,340.00 (17,82,001) per year


28 Sep, 11 Jan, 26 Apr


Newcastle University

King’s Gate,

Newcastle upon Tyne,


NE1 7RU, England

Entry requirement for international students

A 2:1 honours degree, or international equivalent in: computing science; mathematics; physics; statistics; another strongly quantitative discipline. English Language Requirements - IELTS 6.5 overall (with a minimum of 5.5 in all other sub-skills); TOEFL 90 overall; Pearsons 62 overall (with a minimum of 51 in all other sub-skills).

* Please check with your chosen school for the exact entry requirements for your programme.

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