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Field
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modelling and partial differential equations; • an understanding of Carleman linearisation approaches and/or the Koopman–von Neumann formulation; • the ability to develop and analyse numerical methods
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Alfred-Wegener-Institut Helmholtz-Zentrum für Polar- und Meeresforschung | Bremerhaven, Bremen | Germany | about 2 months ago
command of English (approximately equivalent to CEFR level C1) Preferred Qualifications and Skills Experiences in numerical modeling, advanced data analysis, and physical oceanography Experience working
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innovating towards sustainability, circular economy, governance and institutions for sustainability, sustainability transitions and business models for sustainability. This work offers a basis for rethinking
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located in Fayetteville, a welcoming community ranked as one of the best places to live in the U.S. The growing region surrounding Fayetteville is home to numerous Fortune 500 companies and one
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also develop resource models by compiling relevant datasets and applying data science tools. The Postdoctoral Associate should be able to work effectively with collaborators from diverse disciplinary
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Number req26751 Department Pharmacology and Toxicology Department Website Link https://www.pharmacy.arizona.edu/departments-directory/pharmacology-toxicology-department Location Tucson Campus Address
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, as well as the team’s work on applied mathematics and advanced numerics, via the ACT website (https://www.esa.int/gsp/ACT/) . You also are encouraged to visit the ESA website: https://www.esa.int
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: 1147547 Position Summary The Biomechanics Lab in the Department of Mechanical Engineering at Michigan State University is recruiting a Postdoctoral Research Associate to work on computational modeling
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hours per week, initially limited until 31.12.2028 Remuneration according to TV-L The Göttingen Campus is hosting numerous prestigious and internationally renowned research institutions. This includes
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for Partial Differential Equations: Identifying and addressing research questions as part of Prof. Perugia's research group. Innovative development, analysis, and implementation of numerical models