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, seismology, geophysics or a relevant scientific field Have extensive experience in Bayesian statistics, mathematical optimisation and parallelisation of calculations Be familiar with ground motion analysis
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University of North Carolina Wilmington | Wilmington, North Carolina | United States | about 7 hours ago
Posting Details Posting Details Vacancy Number PD-0029 Working Title CSE Postdoctoral Scholar - (Pooled) Position Number PD0033 Location of Workplace Main UNCW Campus Brief Summary of Work for this
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We are inviting applications for a postdoctoral Scientist to work on the transmission dynamics of SARS-CoV-2 using a very large dataset of more than 120,000 viral genomes generated as part of
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advance research in mathematics (algebra, geometry, and analysis). The successful candidate will engage in the construction and deepening of mathematical theories that are foundational to various areas
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development of numerical algorithms and analysis necessary for simulating and understanding complex, multi-scale systems. The group is part of the Mathematics in Computation (MiC) Section
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fields, starting from logical foundations, bridging all classical core subjects, and up to concrete applications in industry. As part of the Faculty, the Institute of Mathematics represents the entire
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Post-doctoral Fellow/Senior Research Assistant in the Centre for Information Technology in Education
) Across Cohorts.” He/She will take a key role in all stages of the research, including but not limited to (a) assessment development; (b) data collection, management, analysis and interpretation; (c
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Apply now Job no:528460 Work type:Post Doc (Amherst Only) Location:UMass Amherst Department: Mathematics & Statistics Union: Post Doc Categories:Postdoctoral Research Associate, College of Natural
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and power converters. Our work spans from fundamental modelling and analysis to advanced control design and system optimization. Our specialty is developing embedded control, estimation, and
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for the design and development of numerical algorithms and analysis necessary for simulating and understanding complex, multi-scale systems. The group is part of the Mathematics in Computation (MiC) Section