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PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
JUL-26
3 Years
Select a course option
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
JUL-26
3 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
APR-26
3 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
JUL-27
3 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
APR-27
3 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
JAN-27
3 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
APR-26
3 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
JAN
3 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Full Time
SEP-26
4 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Part Time
APR-27
6 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Part Time
JAN-27
6 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Part Time
JUL-26
6 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Part Time
APR-26
6 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Part Time
JAN
6 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Part Time
SEP-26
6 Years
PhD/DPhil - Doctor of Philosophy
University of York - Heslington Campus
Part Time
JUL-27
6 Years
Select a an exam type
We explore broad areas of geometry and analysis, generating impact in academic and non-academic spheres.Our research interests in geometry include:differential geometry, including harmonic maps and sectionsvariational theory of riemannian g-structuresminimal surfaces and harmonic maps related to integrable systems or Higgs bundles moduli spaces of equivariant minimal surfacesgeometric group theory, including the interplay between groups and manifolds, particularly in hyperbolic geometry geometric invariant theory including the theory of invariants of linear algebraic groups acting on algebraic varietiesmoduli spaces appearing in gauge theory as symplectic and hyperkahler quotients.Our analysts are active in functional analysis, operator theory, harmonic analysis and in applications of analysis to integral and differential equations and signal processing. We also have expertise in probabilistic methods in dynamical systems and ergodic theory.
Typically youll need at least the equivalent to a UK upper second-class (2:1) honours degree and, in some cases, a Masters degree.IELTS - 6.0, with no less than 5.5 in each componentTOEFL - 79, with a minimum of 17 in Listening, 18 in Reading, 20 in Speaking and 17 in Writing
Students living in
Domestic
£5,006 per year
Students from Domestic
This is the fee you pay if the University is in the same country that you live in (England, Scotland, Wales, Northern Ireland)
£24,500 per year
Students from International
The amount you'll pay if you come to study here from a country outside the EU.
