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Job Id: 10797 Limited to 2 Years | Full-time with 38.5 hours/week | German salary grade E 13 TV-L | The medical faculty in collaboration with the mathematics department of the University of Münster
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applications as Research Assistant Position (f/m/d) (Ref. 25/10) in the Research Group “Numerical Mathematics and Scientific Computing“ (Head: Prof. Dr. V. John) starting September 1, 2025. The position is
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01.07.2025, Wissenschaftliches Personal The position is based within the research group of Deniz Kus, Professor for Representation Theory at the Department of Mathematics, part of the TUM School
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Technical University of Munich, Centre for Mathematics Position ID: TUM -POSTDOC_DATH_DK [#26716] Position Title: Position Type: Postdoctoral Position Location: Garching, Bayern 85748, Germany [map
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approaches to electrolyte systems Requirements: Candidates must have a Ph.D. in Physics, Chemistry, Applied Mathematics, or related fields. Desirable: - English language fluent, spoken and written - excellent
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University of Duisburg-Essen, Department of Mathematics Position ID: 1988 -ESAGAPOSTDOC0925 [#26703] Position Title: Position Type: Postdoctoral Position Location: Essen, NRW 45117, Germany Subject
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, Electrical Engineering and Mathematics at the Department of Mathematics the following position is to be filled as soon as possible Postdoctoral Researcher (f/m/d) (Salary level according to 13 TV-L) with 100
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technology Strong mathematical education, in particular in relation to linear algebra Strong programming experience Ability to effectively communicate in written and spoken English Ability to work autonomously
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Max Planck Institute for Plasma Physics (Greifswald), Greifswald | Greifswald, Mecklenburg Vorpommern | Germany | 10 days ago
to bridge between physics, engineering, and mathematics Ability to communicate work in written and presentation form Ability to manage and organise projects with realistic time planning Ability
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algorithms in extremely complex and enormously large spaces motivated by physics and chemistry Developing interpretable AI for scientific discovery in physics (example here ) Formal mathematics (using Lean’s