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analytical experiments and first-principles calculations revealing causal links between material microstructure, electronic properties and degradation pathways. This programme will generate vital progress in
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supports an exceptionally wide range of disciplines and therefore offers an outstanding infrastructure for transdisciplinary research in the humanities. We are looking for an innovative and analytical
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the EPSRC grant “Extreme Values of Complex Systems: Random matrices and L-functions”. Candidates with broad interests in random matrix theory, analytic number theory, probability or statistical physics
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with broad interests in random matrix theory, analytic number theory, probability or statistical physics are strongly encouraged to apply. They will be expected to conduct research which falls within
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on the funds available from the newly granted research projects. Responsibilities The main responsibilites of a succesful candidate will be to conduct experimental, analytical and computational studies on rotary
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predictive analytics Good communication skills and willingness to work within a multi-disciplinary group. Downloading a copy of our Job Description Full details of the role and the skills, knowledge and
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: Essential criteria PhD qualified in relevant subject area (or pending results) (theoretical physics, statistical/condensed matter physics or related areas) Knowledge and analytical skills in: aspects of non
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in interdisciplinary and international teams. Track record of doing research in diverse international settings. Proficiency in analytical and statistical software. Excellent networking and partnership
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chemistry or a closely related discipline (or near completion). Strong background in synthetic organic chemistry, including multi-step synthesis. Expertise in analytical techniques, particularly NMR
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independent research in theoretical nonlinear fibre optics, or in soliton theory and the nonlinear Fourier Transform. Previous experience in the analytical investigation and numerical modelling of light