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. For more information about NCTS, please visit https://ncts.ntu.edu.tw/ . Description We have the spring appointment and the fall appointment. The spring appointment starts from February 1, 2026 The fall
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links. For more information about the two institutions, please visit https://www.kias.re.kr and https://het.kaist.ac.kr . Period of Appointment: Appointment after May 2026 and within 2026(Contract term
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. Enquiries about the vacancy, shortlisting and interviews: Name: Alexander Lanzon Email: alexander.lanzon@manchester.ac.uk General enquiries: Email: People.recruitment@manchester.ac.uk Technical support: https
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. Enquiries about the vacancy, shortlisting and interviews: Name: Alexander Lanzon Email: alexander.lanzon@manchester.ac.uk General enquiries: Email: People.recruitment@manchester.ac.uk Technical support: https
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Theoretical Quantum Many-body Physics and Quantum Sensing at Indiana University Bloomington Fields: Quantum many-body theory, AMO–condensed matter interfaces, advanced numerical simulations, quantum sensing
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within a Research Infrastructure? No Offer Description The String Theory and Holography group in the School of Mathematical Sciences invites applications for three Research Fellows. These positions will be
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for up to 24 months. Successful applicants should be in post by September 2026. About you Applicants will need a PhD degree in Mathematics or similar subject, and knowledge of probability theory, as
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other flexible working basis (e.g. job share), despite the position being advertised as full-time. About You You will have a PhD in a relevant discipline (Condensed Matter Theory, Atomistic Modelling
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Challenging spectral theory with artificial materials, with a special emphasis put on spectrally optimal shapes of nanostructures described by relativistic and non-relativistic quantum mechanics. The position
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AUSTRALIAN NATIONAL UNIVERSITY (ANU) | Canberra, Australian Capital Territory | Australia | 27 days ago
categories. The research aims to answer fundamental questions about the topology of the space of stability conditions, using a combination of techniques from representation theory, group theory, algebraic