National University of Ireland, Galway Featured PhD Programmes
University of Glasgow Featured PhD Programmes
University of Edinburgh Featured PhD Programmes

Cardiff University, Cardiff School of Mathematics PhD Projects, Programs & Scholarships

We have 14 Cardiff University, Cardiff School of Mathematics PhD Projects, Programs & Scholarships

Discipline

Discipline

All disciplines

Location

Location

All locations

Institution

Institution

Cardiff School of Mathematics  Cardiff University

PhD Type

PhD Type

All PhD Types

Funding

Funding

All Funding


We have 14 Cardiff University, Cardiff School of Mathematics PhD Projects, Programs & Scholarships

PhD saved successfully

Dynamics of bubbles rising in viscoelastic fluids

The student will learn about different methods for discretising partial differential equations and iterative methods for solving the resulting systems of algebraic equations. Read more

Risky asset models with dependence and heavy-tailed distributions

It is now generally accepted that heavy-tailed distributions occur commonly in practice. Their use is now widespread in communication network, risky asset and insurance modelling. Read more

Statistical inference for entropy, divergences and Rényi information

Entropy and divergence (Shannon and Kullback-Leibler) estimation is a central problem in image processing, with many applications for image compression, segmentation, calibration, registration, etc. Read more

Spectral Theory of Differential Operators

Research on this theme is characterised by a combination of functional and harmonic analysis with classical real and complex analysis, special functions and the asymptotic analysis of differential equations. Read more

Operator algebras

A group acting outerly on a hyperfinite II1 factor can be recovered from the inclusion of its fixed point algebra. A general subfactor encodes a more sophisticated symmetry, including but going beyond quantum groups. Read more

Nonlinear PDEs (deterministic or stochastic coefficients)

Nonlinear PDEs (deterministic or stochastic coefficients). The project is in the area of stochastic homogenization for nonlinear PDEs (Partial Differential Equations) associated to a low regularity condition called the Hormander condition. Read more

Mathematical methods for scale-bridging: From interacting particle systems to differential equations

Many phenomena in the natural and social sciences can be modeled on a small (or microscopic) scale by many ’particles’ that change their state according to a random input (noise) and the state of the others, think of molecules in solution or agents in a market. Read more

Interface evolution in random environment

The main goal of this project is to develop mathematical methods for the mathematically rigorous analysis of the properties of interfaces evolving in a heterogeneous, random environment, described on a small scale by nonlinear PDEs with random coefficients. Read more

Homogenisation Theory

The aim of this project is to understand the properties of composites by approximating them with “effective” (homogeneous) materials. Read more
  • 1

Filtering Results