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Max Planck Institute for Mathematics in the Sciences | Leipzig, Sachsen | Germany | about 1 hour ago
Research Group "Cluster Algebras" of Dani Kaufman has openings for PhD Student and Postdoctoral Researcher Positions. The group is based at the Max Planck Institute for Mathematics in the Sciences, a
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University of Cambridge, Department of Pure Mathematics and Mathematical Statistics Position ID: CambUK -RESEARCHASSOCIATE [#26302] Position Title: Position Type: Postdoctoral Position Location
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analysis with practically motivated case studies, offering a strong foundation for researchers interested in advancing the mathematical understanding of geometric deep learning. Your Qualifications PhD
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and Innovation Associate to join this ambitious project. You should hold a PhD in a relevant field such as applied/pure mathematics or physics and have an established track record of original research
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. The position is funded through the Royal Society Dorothy Hodgkin Fellowship project “Pure Mathematics for Statistical inference,” of Dimitra Kosta. This project will further develop connections between algebra
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supportive environment, known for its strength in both pure and applied mathematics, and its commitment to interdisciplinary collaboration. With its established reputation in mathematical physics
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of Mathematics at the Hebrew University of Jerusalem is soliciting applications for postdoctoral positions, to be hosted by one of the faculty members listed below. Candidates must hold a PhD in mathematics, or
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. The department conducts successful research in pure and applied mathematics and mathematical statistics in a wide range of research areas. We have an international environment with frequent exchanges with other
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will perform research with substantial experimental components that should be published in peer-reviewed international journals and at major conferences. The position will include supervision of PhD and
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, access to world-class facilities, and a diverse, international community. The Department of Mathematics at King’s is a lively and supportive environment, known for its strength in both pure and applied