School of Mathematical Sciences

PhD research projects

All the projects available for researchers interested in doing a PhD project in the School of Mathematical Sciences. Some projects are joint with other Schools.

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Complete list of projects

Displaying 101 to 153 of 153
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Phase-field modelling of multi-phase flows with soluble surfactants

Description
Supervisor: Dr Anna Kalogirou, Prof Kris van der Zee

Phase-isostable descriptions of coupled oscillator networks

Description
Supervisors: Dr Rachel Nicks, Prof Stephen Coombes

Physically Informed Machine Learning

Description
Supervisors: Prof Richard Wilkinson, Prof Richard Graham

Physics-informed Machine Learning

Description
Supervisor: Luis Espath

Properties of Banach function algebras and their extensions

Description
Supervisor: Dr Joel Feinstein

Pseudo-orbit expansions in quantum graphs and their application

Description
Supervisor: Dr Sven Gnutzmann

Quadratic Forms: Interaction of Algebra, Geometry and Topology

Description
Supervisor: Prof Alexander Vishik

Quantum control of non-linear interactions

Description
Supervisor: Dr Tommaso Tufarelli

Quantum Information scrambling and many-body quantum chaos

Description
Supervisor: Sven Gnutzmann

Quantum learning for large dimensional quantum systems

Description
Supervisor: Dr Madalin Guta

Quantum optomechanics: radiation pressure at the single photon level

Description
Supervisor: Dr Tommaso Tufarelli

Quantum resource theories

Description
Supervisor: Prof Gerardo Adesso

Quantum Searching in Random Networks

Description
Supervisors: Prof Gregor Tanner, Dr Sven Gnutzmann

Quantum superresolution imaging

Description
Supervisor: Prof Gerardo Adesso

Quantum tomography for high dimensional systems

Description
Supervisor: Dr Madalin Guta

Regularity conditions for Banach function algebras

Description
Supervisor: Dr Joel Feinstein

SDEs on manifolds and non-Euclidean spaces: sampling, optimisation and approximation

Description
Supervisors: Prof Michael Tretyakov, Prof Karthik Bharath

Self-similarity in a nanoscale island-growth

Description
Supervisor: Prof Jonathan Wattis

Semi-Parametric Time Series Modelling Using Latent Branching Trees

Description
Supervisor: Prof Theodore Kypraios

Sequential adsorption processes

Description
Supervisor: Prof Jonathan Wattis

Singularities in nonlinear PDEs and geometric flows

Description
Supervisor: Matthias Kurzke

Solitons in higher dimensions

Description
Supervisor: Prof Jonathan Wattis

Spherical Mirror Symmetry

Description
Supervisor: Dr Johannes Hofscheier

Spine morphogenesis and plasticity

Description
Supervisors: Prof Stephen Coombes, Dr Ruediger Thul

Statistical inference for discrete time epidemic models

Description
Supervisor: Prof Peter Neal, Prof Philip O'Neill

Statistical shape analysis with applications in structural bioinformatics

Description
Supervisor: Dr Christopher Fallaize

Stochastic analysis of biological systems

Description
Supervisor: Dr Wasiur KhudaBukhsh

Stochastic Neural Network Modelling

Description
Supervisors: Prof Stephen Coombes, Dr Ruediger Thul

Stochastic Numerics

Description
Supervisor: Prof Michael Tretyakov

Stochastic Processes on Random Graphs

Description
Supervisor: Dr Wasiur KhudaBukhsh

Synchronisation and propagation in human cortical networks

Description
Supervisor: Dr Reuben O'Dea

Temporal variability in epidemic spread

Description
Supervisors: Prof Peter Neal, Prof Frank Ball

Text-Analytics for Major Event Detection

Description
Supervisor: Prof Theodore Kypraios

Thalamo-cortical modelling

Description
Supervisor: Prof Stephen Coombes (Maths), Dr Reuben O'Dea (Maths), Professor Stephen Jackson (Psychology)

Thermal characterisation of the building fabric under uncertainty

Description
Supervisor: Dr Marco Iglesias (Maths), Prof Yupeng Wu (Engineering)

Topological Resonances on Graphs

Description
Supervisor: Dr Sven Gnutzmann

Towards an Arabic Lexicon Project

Description
Supervisor: Dr Ruediger Thul

Variants of automorphic forms and their L-functions

Description
Supervisor: Prof Nikolaos Diamantis

Variational inference for differential equations

Description
Supervisors: Prof Richard Wilkinson, Prof Karthik Bharath, Prof Simon Preston

Wave propagation in complex built-up structures – tackling quasi-periodicity and inhomogeneity

Description
Supervisors: Prof Gregor Tanner, Dr Stephen Creagh

Waves and patterns in heterogeneous neural media

Description
Supervisors: Rachel Nicks, Stephen Coombes

Waves on a folded brain

Description
Supervisor: Prof Stephen Coombes

Waves, oscillations and patterns of plant hormones

Description
Supervisor: Dr Etienne Farcot

White Matter Networks

Description
Supervisor: Prof Stephen Coombes
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