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University of North Carolina at Chapel Hill | Chapel Hill, North Carolina | United States | 1 day ago
development and lifelong learning and enjoy exclusive perks for numerous retail, restaurant and performing arts discounts, savings on local child care centers and special rates on select campus events. UNC
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highly numerate subject (e.g. engineering, mathematics, physics, chemistry, statistics, econometrics, computer science, climate science) is advantageous. For Research Fellow and Senior Research Fellow
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geotechnical engineering, microbiological engineering, geological engineering, grouting expert, numerical analysis specialist and/or experienced fieldwork specialist. Job Requirements A PhD Degree in Civil
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ecological theories to advance our understanding of ecosystem functions and their response to climate change. Job Description The ideal candidate is expected to be highly creative, have strong numerical and
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nonlinear optical applications. The roles of this position include: Conduct theoretical and numerical research and develop theoretical models for low-dimensional material nanophotonics. Apply numerical models
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projects on-time with minimum supervision. Preference will be given to those with research experience in machines designs and development of computer programmes for numerical computation of electromagnetic
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background in hydrology, numerical/analytical modeling, programming, and data management/analytics is needed to support existing and forthcoming projects in the BEG hydro group. Purpose We are seeking highly
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Sciences . It includes mathematical and physical modelling, numerical simulations of materials and nanosystems, low-dimensional systems, quantum matter, statistical physics, and complex systems
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which the numerous degrees of freedom of light are fully leveraged to enhance imaging performances beyond the limits of classical approaches. Our research group is forging new frontiers in optical
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, data science, differential equations, mathematical logic, mathematical physics, numerical analysis, neural networks, representation theory, and topology, with potential interdisciplinary applications