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of the research team you will develop new invariants of these structures using techniques from noncommutative geometry, groupoids, general geometry and analysis on manifolds. During the PhD, you will
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Position Description The Department of Mathematics and Mathematical Statistics is opening a fully funded PhD position in mathematics specialising in combinatorics, group theory and geometry
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2026. Project description and tasks The PhD student will carry out theoretical research at the intersection of combinatorics, group theory, and geometry. We will explore abstract notions of rigidity and
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page into question two of the financial details section. About the scholarship This PhD project will investigate quantum geometry-driven electronic transport in kagome lattices as a pathway beyond the
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promising candidates for this goal, combining fast electrical control, compact device geometry, and excellent performance in a semiconductor platform. As this technology advances, one of the main remaining
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developing innovative probabilistic methods to tackle fundamental problems at the intersection of spectral geometry, mathematical physics, and number theory. By exploring the geometry and spatial features
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Max Planck Institute for Solar System Research, Göttingen | Gottingen, Niedersachsen | Germany | 2 days ago
the observational foundation - the sample, the activity catalog, and the geometry of the systems - and confirms any transiting planets among the interacting systems. The position Compile the most accurate and
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given to candidates in Algebra, broadly defined, including but not limited to: algebraic number theory algebraic geometry arithmetic geometry commutative algebra (geometric and modular) representation
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high current-bias conditions, with a focus on quantum geometry and its role in phototransport and photocurrent generation. The work aims to establish connections between quantum geometric quantities
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the John Templeton Foundation. Gravity from Entropy is a statistical mechanics approach that derives gravity from principles of information theory and differential geometry. The aim of the project is to