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National Aeronautics and Space Administration (NASA) | New York City, New York | United States | about 6 hours ago
to study biophysical forcing and interactions between radiation and variations in ocean biological and physical fields. Applicants should have experience in mathematical/statistical methods, data analysis
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project “Transport and transformation of total alkalinity from continental rivers - the missing components for understanding pH variation in the Baltic Sea” and is addressed to researchers interested in
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We have an exciting opportunity for a curious postdoctoral researcher with expertise in aquatic ecosystem ecology to contribute to our research on how land-sea interactions and climate change affect
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parameters for Earth-like models of the WP3. This reconstruction will be constrained by available literature data (implying a synthesis of paleoenvironmental information, sea level variations, nature
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, operator spectral theory, boundary-value problems, functional and complex analysis, perturbation theory, variational techniques, and applied analysis will be useful for excelling in this work. Knowledge of
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help advance knowledge in the field of variation simulation and digital twins. About us The Department of Industrial and Materials Science shares knowledge and their vision of technical solutions
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of variation simulation and digital twins. About us The Department of Industrial and Materials Science shares knowledge and their vision of technical solutions for the future industry in a sustainable society
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to sea-level rise and ESL events at small area levels, accounting for spatial variations and demographic characteristics to better inform adaptation planning. Assessment of Climate-Induced Migration Trends
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of the following topics is essential for this position: differential equations, operator spectral theory, linear vector spaces, differential geometry, boundary-value problems, Green's functions, variational
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, with special emphasis on the regularity of finite boundary points and the point at ∞, its measure-theoretical, probabilistic and topological characterization, well-posedness of PDE problems in domains