University of Bath
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algebra PhD Projects, Programmes & Scholarships
We have 21 algebra PhD Projects, Programmes & Scholarships
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Postgraduate research degrees in mathematical sciences at the University of Bath
Postgraduate research degrees in mathematical sciences at the University of Bath. Find out about our PhD degrees, funding opportunities and how you can apply. Read more
Supporting heterogeneous architectures in ASiMoV-CCS
ASiMoV-CCS is a new Computation Fluid Dynamics (CFD) and Combustion modelling code that is being developed at EPCC as part of the ASiMoV Strategic Prosperity Partnership project with Rolls-Royce. Read more
Homotopy representations of p-local groups
The theory of p-local groups was introduced and developed by Broto-Levi-Oliver. These are algebraic objects that encode and generalise topological aspects that can be associated to a discrete group from a p-local point of view. Read more
Antimatter Chemistry: computational studies of matter-antimatter interactions.
Recently interest in antimatter research has increased as facilities such as CERN have succeeded in trapping antimatter atoms for long periods to study their properties [1]. Read more
Design, Implementation and Evaluation of Non-Cooperative Game Theoretic Models for Cyber Security
Cyber security is the assessment of, responding to and monitoring of the security of the cyberspace. It is difficult to pin down to one single scientific discipline, but rather relates to a number of domains and fields such as physical security, network security, security assessment frameworks and the human element. Read more
Algebraic groups and Lie algebras
The University of Birmingham is well-known for its research into group theory, Lie theory and representation theory. The School of Mathematics has a vibrant and productive postgraduate environment that promotes research at the highest level. Read more
Perverse schobers and the McKay correspondence
A perverse schober is a new mathematical object introduced in 2014 by Kapranov and Schechtman, generalising perverse sheaves and intersection homology. Read more
Stochastic Optimization Methods for Large-Scale Machine Learning
Many machine learning problems are formulated as non-convex optimization problems. For example, almost all the optimization problems in deep neural networks are non-convex. Read more
Pattern Formation (Applied Nonlinear Dynamics)
Research Group:
School of Mathematics
Pattern Formation (Applied Nonlinear Dynamics) - understanding the formation and stability of complex patterns such as quasipatterns, spatio-temporal chaos or turbulent spirals. Read more
Implement “Right to be forgotten” with machine unlearning
Recently introduced legislation, such as the GDPR in the European Union, includes provisions that require the right to be forgotten. Read more
Cluster algebras and representation theory
Research Group:
School of Mathematics
Cluster algebras are combinatorially defined commutative algebras defined by S. Fomin and A. Zelevinsky in 2001. Read more
Cubature on Wiener space, recombination of particle measures and applications
This project is devoted to problems that arise when combining the promising and novel approach of ‘cubature on Wiener space’ developed by Kusuoka, Lyons and Victoir with recombination algorithms that can simplify particle descriptions of an evolving system. The aim is to develop powerful numerical methods that can be adopted by practitioners. Read more
Research opportunities in Mathematics
The Department of Mathematics at York offers a thriving research environment in which to study for a PhD or MPhil. We combine world-class mathematical and interdisciplinary research with high-quality teaching. Read more
Making a Computer-Based Tutorial Environment for Mathematics “Intelligent” : The Design, Implementation and Evaluation of a Tutorial System that Learns
Over recent years, many computer-based tutorial systems have been developed, including some covering various mathematical topics. Read more
Algebraic Methods in Musical Composition
Algebraic operations have been used as compositional tools for centuries. For example, the group theoretical operation of translation on the integers can be identified with the musical operation of transposition. Read more
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