Search research programmes

Filter results

1-30 of 324 search results

Name Qualification Mode Type

Wales

Wales is a research area within which you can focus your studies as part of our suite of Politics and International Relations research programmes (MPhil, PhD).

PhD, MPhil Full-time, Part-time Area

Law

The School of Law and Politics offers opportunities for both full and part-time study leading to the degrees of MPhil and PhD in Law across a range of research areas.

PhD, MPhil Full-time, Part-time Programme

Welsh

The School of Welsh is well-known for its academic research and is one of the leading centres for Celtic Studies research in the UK.

PhD, MPhil Full-time, Part-time Programme

Music

You may specialise in composition, musicology or performance, presenting work in one of three different formats: a thesis, a portfolio of compositions with commentary, or a performance recital with supporting thesis.

PhD, MPhil Full-time, Part-time Programme

Musicology

To offer knowledge and expertise for a career in higher education and writing about music.

PhD, MPhil Full-time, Part-time Area

Composition

To offer knowledge and expertise for a career in professional music composition.

PhD, MPhil Full-time, Part-time Area

Performance

To offer knowledge and expertise for to pursue further research, teaching, and professional performance.

PhD, MPhil Full-time, Part-time Area

Biomedicine

Biomedicine is a research area within which you can focus your studies as part of our suite of Biosciences research programmes.

PhD, MPhil, MD Full-time, Part-time Area

Neuroscience

The Neuroscience division pursues a broad range of neurobiological research, spanning from the molecular to the behavioural levels.

PhD, MPhil, MD Full-time, Part-time Area

Connectivity of group C*-algebras

The goal of the project is to identify more examples and counterexample among the group C*-algebras of discrete torsion free amenable groups.

Project

Clustering problems in social networks

The aim of this project is to develop approaches for learning probabilistic graphical models that can be used for classification problems and to explore causal relationships between attributes.

Project

Nonlinear acoustic-gravity wave theory

This project will use multiple scale analysis along with other standard mathematical techniques to derive the general solution in a three-dimensional space.

Project

Doctor of Social and Public Policy

The professional doctorate is a doctoral qualification that is fully equivalent to the PhD, but substantially different from it in that it is strongly professionally oriented focussing on ‘applied’ rather than ‘pure’ research.

SPPD Part-time Programme

Clinical Investigation and Vision Sciences

Clinical Investigation and Vision Sciences is a research area in which you can focus your studies within our PhD programme in Vision Sciences.

PhD Full-time, Part-time Area

Extracting weak Gravitional Wave events

Use of machine learning techniques to identify and classify weak gravitational wave events in data from the LIGO and Virgo detectors.

Project

Doctor of Advanced Healthcare Practice

The Professional Doctorate is a part-time programme designed to meet the needs of practitioners working in today’s health service.

DAHP Part-time Programme

On multi-dimensional continued fractions

This project will establish analytic bounds for the accuracy of the convergents for the multi-dimensional continued fraction algorithm.

Project

Biomedical smart fabric wearable devices

This is a fully-funded EPSRC project in engineering, focusing on energy and environment.

Project

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.

Project

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.

Project

Coordinated movement of random fish schooling

The proposed project aims on developing a theoretical model for three-dimensional random movement in fish schools, with the absence of a centralized coordination.

Project

Hawkes processes and financial applications

This project aims to answer novel but cutting edge questions in multivariate Hawkes processes.

Project

Comparative Politics, Policy and Governance

Comparative Politics, Policy and Governance is a research area within which you can focus your studies as part of our suite of Politics and International Relations research programmes (MPhil, PhD).

PhD, MPhil Full-time, Part-time Area

Applied Clinical Research and Public Health

Applied Clinical Research and Public Health is a research area within which you can focus your studies as part of our suite of Dentistry research programmes (MPhil, PhD).

PhD, MPhil Full-time, Part-time Area

Catalysis in the Cardiff Catalysis Institute

The School of Chemistry has developed a particular strength in Heterogeneous Catalysis and Surface Science, with a research group dedicated to this exciting area of study.

PhD, MPhil Full-time, Part-time Area

Mathematical modelling of organoid formation

This project aims to use an advanced cell based simulation software (CHASTE) to derive rules that will allow individual cells to reproduce the hollow, two layered structure.

Project

Detecting and tracking Near-Earth Objects

This project will develop a version of the Point Process Algorithm (PPA) that includes a dynamical term involving the Fokker-Planck Operator.

Project

The Mathematics of Conformal Field Theory

The core of this project will explore the mathematical structure of conformal field theory.

Project

Data mining at the South Galactic Pole

Automated methods of extracting the properties of millions of galaxies from survey data and identifying new classes of rare objects.

Project

Operator algebras and noncommutative geometry

This project focuses on operator algebras and noncommutative geometry.

Project