12 computational-physics "https:" "https:" "https:" "https:" "University of Kent" Postdoctoral positions in Israel
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Elitzur, and enjoys close ties with the rest of the HEP community in Israel. Application Materials Required: Further Info: http://hujihep.com/ Racah Institute of Physics The Hebrew University Jerusalem
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- Mathematical Physics , Quantum chaos and thermalization , Quantum Computation , Quantum Computing , Quantum Field Theory , quantum gravity , Quantum Gravity, Cosmology, Condsend matter theory and Quantum
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, Israel [map ] Subject Areas: Random matrices, quantum chaos, mathematical physics, applied probability Appl Deadline: 2026/04/15 11:59PM (listed until 2026/11/10) Position Description: Position
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along the lines of https://doi.org/10.1016/j.aop.2020.168179 . The applications are also possible to the topological semimetals in solid state physics, and to the nondissipative transport in high energy
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Mathematical physics, spectral theory Evgeny Strahov Random matrix theory, integrable probability Yakov Varshavsky Representation theory, Algebraic geometry, Geometric aspects of Langlands program Tamar Ziegler
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Holon Institute of Technology, Mathematical Physics Group Position ID: Holon Institute of Technology-Mathematical Physics Group-PDRMT2026 [#31368, PDRMT2026] Position Title: Position Type
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directly to edenrah@bgu.ac.il • Fill in the attached link https://forms.gle/diVpNMbMnwx8SPgp7 We hope you will be able to enjoy fruitful and satisfactory research in mathematics with us. We are not accepting
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the Nebius Lab, Stevens Institute of Technology, OR - Propose your own research direction Example project from the Nebius Lab in Stevens: The Andrews–Curtis conjecture (https://web.stevens.edu/algebraic
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of publications; Three referral letters. Application deadline: January 15th 2026 Application Materials Required: Further Info: https://jonathanruhman.ph.biu.ac.il/ Room 212 Building 202 Physics
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Mathematical physics, spectral theory Evgeny Strahov Random matrix theory, integrable probability Yakov Varshavsky Representation theory, Algebraic geometry, Geometric aspects of Langlands program Tamar Ziegler