342 computer-security-"https:"-"https:"-"https:"-"https:"-"https:"-"https:" positions at University of Sheffield in United Kingdom
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experience Essential Application/interview Highly computer literate with excellent communication skills (both written and verbal) and adaptability in your approach working with colleagues at all levels
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. The PhD programme will address research challenges including: • Generalisation vs specialisation: How to learn common physical behaviour across different gas turbine engine types while adapting efficiently
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food security through sustainable solutions. In the UK, their operations span the full value chain from research and development to manufacturing and sales, provide a unique environment to translate
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at the University of Sheffield. Food security relies on nitrogen fertilizers, but its production and use account for approximately 5% of global greenhouse gas emissions. However, conventional fertiliser production
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Machine Learning Quantum Phase Transitions via Topology- and Symmetry-aware AI School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Marco Fazzi Application Deadline: Applications accepted all year round Details This PhD project focuses on using topological data...
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written reports, and contribution to academic publications. The post offers an opportunity to apply computer vision and remote sensing methods to pressing environmental issues and to work within an
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of laboratory instrumentation and an understanding of Health and Safety regulations and safe working practices are also essential. Main duties and responsibilities Carry out routine maintenance of common
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blotting, immunocytochemistry) Essential Application/Interview Demonstrated ability to maintain meticulous and accurate records of data Essential Interview Understanding of ethical and safety guidelines
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is on mathematics and computation. At the heart of the project are value-based decision problems. Here, an agent receives noisy information about the value of several possible options. The agent must
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Characterization and convergence of non-Brownian webs School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Nic Freeman Application Deadline: Applications accepted all year round Details The Brownian web is a dense system of coalescing Brownian motions in 1+1...