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                physicist in the area of plasma physics and numerical simulation of models for magnetised fluids. About us This position sits right between two research groups at Chalmers: the Plasma Theory group 
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                numerical simulation of models for magnetised fluids. About us This position sits right between two research groups at Chalmers: the Plasma Theory group at the Department of Physics and the Geometry and 
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                3 Oct 2025 Job Information Organisation/Company Umeå universitet stipendiemodul Department Faculty of Science and Technology, Department of Mathematics and Mathematical Statistics Research Field Mathematics Researcher Profile Recognised Researcher (R2) Country Sweden Application Deadline 5 Nov... 
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                specialisation to infinite group theory) at Lund University is a 3-year research position, with the possibility of some teaching. The application deadline is the 29th of September 2025. The preferred start date 
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                : Arithmetic Geometry and Representation Theory Appl Deadline: 2025/04/25 11:59PM (posted 2025/04/04, listed until 2025/10/04) Position Description: Apply *** the listing date or deadline for this position has 
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                position will be based within the Physical Resource Theory Division and the Department of Space Earth and Environment . The Physical Resource Theory Division conducts research and provides education on 
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                processes and the use of economic theory and quantitative methods as key analytical tools. Major research areas include economic growth and structural change, innovation, energy and sustainability 
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                eddy covariance data, including data processing and interpretation, and knowledge of micrometeorological theory is required, 3) documented experience in writing and publishing scientific articles, 4) be 
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                research. Our methodologies are equally varied, ranging from theory and computer simulations to experimental investigations. The theoretical subatomic physics group performs research on nuclear, elementary 
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                knowledge towards the development of sustainable pest and disease management solutions based on conceptual theory and empirical eco-evolutionary, molecular, and genetic data that can meet the needs of current