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financially supported by Assist. Prof. Antoni Rangachev's Swiss National Science Foundation grant ``Topological, Metric and Algebraic Equisingularity Theory" and funds from the Ministry of Education and
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. : The position involves research and teaching in the field of theoretical physics, with a focus on condensed matter theory, in particular mesoscopic physics, topological states of matter, and spintronics
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theory. The researcher will work in the G-SCOP laboratory, in the "Combinatorial Optimization" team, on geometric aspects of graph theory, in particular the links between structure and metric, and the
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joining the Quantum Information Theory group led by Prof. Dr. Antonio Acin and will be working on quantum information theory and its applications to other fields, from the foundations of quantum theory
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Programme? Not funded by a EU programme Is the Job related to staff position within a Research Infrastructure? No Offer Description For the independent research group “Theory of Biological Fluids” headed by
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command of spoken and written English. It is a preference if you additionally have experience in quantum field theory and (chiral) effective field theory. This is what we offer you We offer a temporary
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of post : post-doctoral position for projet IDEX Attract « Theory of one-dimensional Edge Modes Couples to Quantum Light » Type of contract : CDD Postdoc Category (A,B or C) : A Contract/project period
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Inria, the French national research institute for the digital sciences | Paris 15, le de France | France | 3 days ago
, curious, autonomous, proactive and dynamic. A specialization in optimization, machine learning, statistical learning or game theory is appreciated. Research experience is a plus. LanguagesFRENCHLevelBasic
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in areas such as algebraic geometry, complex geometry, number theory, mathematical physics and mathematics of AI. About the research project This project investigates broad questions in arithmetic and
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theory, symmetry analysis, and group theory. You will work on developing and applying these ideas to discover new photonic phenomena, implement associated computational tooling, and to find opportunities