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

We have 12 University of Leeds, School of Mathematics PhD Projects, Programs & Scholarships

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  A decision-support modelling toolset for anthrax infection and treatment
  Prof C Molina-París
Applications accepted all year round
The aim of this PhD project is to develop an anthrax modelling toolset, which can be used to inform hazard assessment, operational analysis and medical counter-measure studies.
  Direct Statistical Simulation of Mulitscale Fluids
  Prof S Tobias
Applications accepted all year round
This project is to implement the new technique of Direct Statistical Simulation for a range of Astrophysical and Geophysical Flows.
  Employing artificial intelligence & machine learning to optimise flood control for 21st Century cities
  Prof O Bokhove
Applications accepted all year round
Summary Rational and unique mathematical strategies for active flood control will be developed and tested in the design of flood alleviation schemes for UK rivers, such as Yorkshire’s Aire and Calder Rivers, based on increasing flood-plain storage capacity.
  Locally-adaptive Bayesian modelling for medical image reconstruction
  Dr R.G Aykroyd
Applications accepted all year round
The use of medical imaging techniques are critical in the early diagnosis and treatment of many serious conditions. Over the past 20-30 years there have been major advances in imaging speed and resolution along with equally dramatic decreases in cost.
  Modelling car-sharing choice using extreme value theory
  Dr L V Bogachev, Dr H Chen
Applications accepted all year round
Increasing traffic congestion and the resultant greenhouse gas emissions and local air pollution are a major public policy concern, and have stimulated a substantial body of research aimed at developing sustainable forms of people mobility and freight distribution.
  Moduli spaces of algebraic curves and mathematical physics
  Dr A Buryak
Applications accepted all year round
The moduli space of curves is the space of all complex structures on a given compact two-dimensional surface. This is a complicated topological space with a very rich and interesting geometry.
  Pattern Formation (Applied Nonlinear Dynamics): understanding the formation and stability of complex patterns such as quasipatterns, spatio-temporal chaos or turbulent spirals
  Prof A M Rucklidge
Applications accepted all year round
Regular patterns, such as stripes, squares and hexagons, are ubiquitous in nature, and their formation and stability are governed by the intricate and complex interactions of symmetry and nonlinearity.
  Plague hazard assessment toolset
  Prof C Molina-París
Applications accepted all year round
The pathogen of interest in this project is Yersinia pestis, a gram-negative bacterium and the causative agent of plague, a disease of humans and mammals which has been recognised since antiquity.
  Representations and invariants of reductive groups
  Dr R Tange
Applications accepted all year round
This project concerns certain representations of groups like the general linear group or the symplectic group over an algebraically closed field.There are three possible problems.
  Stochastic control models for financial applications
  Dr T De Angelis
Applications accepted all year round
This project is devoted to the study of stochastic control problems arising from financial applications. In particular we are interested in the theoretical study of optimal strategies in one of the following classes of problems.
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