386 Computer-Science-"https:"-"https:"-"https:"-"https:" Postdoctoral positions in United Kingdom
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An exciting opportunity has arisen for a highly motivated Postdoctoral Researcher in Leukaemia Biology and Epigenomics in the Professor Thomas Milne group . The post will investigate how chromatin
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evaluating computational methods, analysing imaging data, collaborating with clinicians for real-world impact, and contributing to publications. About You PhD (or near completion) in computer science
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: This post will contribute to a developing programme of quantitative research on work and well-being, in relation to modern work (flexible working, digitalisation of work, AI), leadership, and entrepreneurship
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requirements, including salary thresholds which are applicable to some visas. Person Specification Essential Criteria: Qualifications A good first degree in Engineering, Mathematics, Computer Science or Physics
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interdisciplinary research programme focused on developing, evaluating, and scaling Nature-Based Solutions in Ethiopia’s drylands. The role will involve mixed-methods research, stakeholder engagement, participatory
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entitled “Perfecting Halide Perovskites: From Precursor Ink Chemistry to Defect Control.” This project will advance the fundamental understanding of the impact of deposition modalities on crystallisation and
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-second class degree in Engineering, Mathematics, Computer Science or Physics. 2. A PhD (or be close to submission) in any of the above fields, or equivalent professional experience in a similar field
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Coghill (Faculty of Science), Sophie Edwards (Department of Earth Scienc es), Sophie Laidler (Department of Archaeology), Tim Hawkins (Department of Biosciences), a project manager and 3 research assistants
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matter physics, cosmology, particle physics and quantum physics. It has real‑world impact, informing developments in energy storage, improved cancer imaging, quantum computing, nuclear fusion, pandemic
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research themes combining theoretical analysis, probability, and computational modelling. Core duties include: Researching the non-local geometry and topology of Gaussian random fields, and random Laplace