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mathematical ecosystem modelling with experimental data. Our lab strongly supports cross-disciplinary approaches to research. We straddle the clusters of Molecular Microbiology and Ecology and Evolution, and you
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that many structures are nonlinear. This presents a major problem as the mathematics that we usually rely on have almost always been created with linear systems in mind. The way around this issue in
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Application Deadline: 31 May 2025 Details The transition of boundary layers from the laminar to the turbulent regime is one of the most challenging topics in classical physics and applied mathematics, and
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Mathematical Modelling, particularly within Operational Research (assessed at: application/interview) Familiarity with at least one Discrete Event Simulation software (e.g. Plant Simulation, Witness, Matlab
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solutions tailored for the problem at hand, as well as mathematically establishing limits on the extent to which that is possible. There may be scope to work on other related problems (eg. other models
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High-speed astrophysics with ULTRACAM and HiPERCAM School of Mathematical and Physical Sciences PhD Research Project Self Funded Prof V Dhillon, Dr S Littlefair Application Deadline: 31 May 2025
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How accreting white dwarfs evolve School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr S Littlefair, Dr S Parsons Application Deadline: 31 May 2025 Details How accreting
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Mid-infrared spectroscopy of massive stars School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr P Crowther, Dr R Parker Application Deadline: 31 May 2025 Details Massive
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Muon Tomographic Reconstruction of Intense Magnetic Fields School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Patrick Stowell Application Deadline: Applications
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the desired behaviour of these infinite-dimensional systems with limited sensing and actuating capabilities—a task that demands cutting-edge mathematical tools and innovative engineering strategies. This PhD