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Field
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algebra, topology, geometry and convexity Ohad Noy Feldheim Probability, Gaussian processes, discrete probability, extremal combinatorics Zlil Sela Geometric group theory, model theory Alexander Sodin
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, 2026 – August 31, 2028 (negotiable). Strong applicants from all areas of number theory (broadly interpreted) are welcome to apply, although preference may be given to quadratic forms, algebraic number
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Description The Division of Science at New York University Abu Dhabi is inviting applications for a Post-Doctoral Associate position in the broad research areas of non-associative algebras and
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» Algebra Mathematics » Geometry Physics » Mathematical physics Physics » Relativity Physics » Quantum mechanics Researcher Profile Recognised Researcher (R2) Positions Postdoc Positions Country Germany
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mathematicians internationally. They will contribute to the activities of the wider Topology and Algebra research groups and write up the results of their work, either singly or with co-authors, for publication in
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37073, Germany [map ] Subject Area: C*-algebras or noncommutative geometry Appl Deadline: 2026/01/05 11:59PM (posted 2025/11/13, listed until 2026/03/30) Position Description: Apply Position Description
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research record in one of the following areas of pure mathematics. Algebraic and arithmetic geometry Random matrices, complex analysis Differential geometry Functional analysis and operator algebras Group
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Daegu-Gyeongbuk Institute of Science and Technology | Republic, Kansas | United States | about 6 hours ago
Daegu-Gyeongbuk Institute of Science and Technology, Global Basic Research Lab - Algebra and Geometry of Spaces of Tensors and Applications Position ID: 3672-PD [#27657] Position Title: Position
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of Mathematics and Physics of Charles University announces opening of the following position with submission deadline February 10, 2026 The Department of Algebra is offering a position for an academic researcher
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New York University Abu Dhabi is inviting applications for a Post-Doctoral Associate position in the broad research areas of non-associative algebras and representation theory. Although all applicants