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A search for pharmacological inhibitors of a cancer-associated adhesion GPCR in the zebrafish embryo
are seeking a motivated student with interests in developmental biology, disease modelling and drug discovery. This interdisciplinary project combines both wet bench work and computational work (bioinformatics
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Using Brain Computer Interface to Improve Cognitive Performance School of Electrical and Electronic Engineering PhD Research Project Self Funded Dr Mahnaz Arvaneh Application Deadline: Applications
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desired transgenic flies. Analyse and record data using established methods and/or design new custom methods for data analysis. Set up and maintain lab equipment. Prepare papers for journals/presentations
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Environmentswithin the EC Horizon programme. The project includes 21 partners in 5 countries coordinated by Tampere University. The UK team includes the University of Sheffield, Sheffield Hallam University and
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this emerging research programme Applicants should be familiar with methods for estimating comparative effectiveness using RWD, e.g., NICE’s TSD 17 , NICE’s RWE framework . You will be encouraged to develop your
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/or computational methods and/or experience of using APIs Desirable Application/interview Further Information Next steps in the recruitment process Details of the next steps will be provided
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contribute to advancing simulation-based testing methods for ADS. You will contribute to cutting-edge research projects, including the EPSRC-funded SimpliFaiS: Simplification of Failure Scenarios for Machine
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computational genomics methods such as the Mutability Adjusted Proportion of Singletons (MAPS). You will be expected, with guidance from the PI, to identify and adapt relevant methodologies, manage large data
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resulting in very uncomfortable conditions in hot weather seasons. The research aims to investigate the potential use of energy efficient natural ventilation methods in the underground environment to improve
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Computational Spectroscopy/Hydrogen-tunneling at elevated temperatures in the gas-phase School of Mathematical and Physical Sciences PhD Research Project Self Funded Prof AJHM Meijer Application