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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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to taking up the appointment. The research requires experience in electronic structure theory. Experience in R-matrix theory, quantum molecular dynamics, and the calculation of observables, as well as coding
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Python, using GPUs), with the precise balance determined by the candidate’s background and interests. The mathematical tools involved will include matrix analysis, optimization, backward error analysis
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. You have experience in matrix algorithms, data compression, parallel computing, optimization of advanced applications on parallel and distributed systems. An excellent scientific track record proven
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. Duckweed’s small size and experimental tractability enable us to examine a wider matrix of environmental stress combinations than would be possible with any other species. The goal of this project is to
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that does not require arable land. Duckweed’s small size and experimental tractability enable us to examine a wider matrix of environmental stress combinations than would be possible with any other species
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Goldstein FRS to work on experimental aspects of (a) the biomechanics of multicellular choanoflagellates and (b) the growth and mechanics of the extracellular matrix in green algae, supported by