46 computer-security "https:" "https:" "https:" "https:" "https:" "https:" "Dr" "Keele University" research jobs in China
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computational science, and statistics. Please explore our websites https://math.njnu.edu.cn/ (in Chinese) and https://schools.njnu.edu.cn/math/ (in English) for more information. Application Materials Required
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of Mathematics if they have more questions about the positions. The English website of Chern Institute of Mathematics is https://en.cim.nankai.edu.cn/index.htm The list of members at Chern Institute of Mathematics
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Areas: All fields of mathematics, theoretical physics, computer science, and their applications Appl Deadline: (posted 2025/10/23 05:00 AM UnitedKingdomTime, listed until 2026/10/29 03:59 AM
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University can also be found at https://phys.fudan.edu.cn/7564/list.htm (in Chinese). Application Materials Required: Further Info: http://phys.fudan.edu.cn/ Department of Physics Fudan University 2005 Songhu
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. The research interests of the group focus on perturbative QCD, effective field theories and scattering amplitudes. More information on the group can be found here https://phyliuzl.github.io/ The appointment will
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Areas: Pure, applied or computational mathematics Appl Deadline: none (posted 2025/04/07 05:00 AM UnitedKingdomTime) Position Description: Position Description The School of Mathematical Sciences
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at the Chinese Academy of Sciences (ITP-CAS) (https://english.itp.cas.cn ) is calling for application for a few postdoctoral fellow positions in 2026. Research areas include but not limited to: 1) Theoretical
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, Beijing 100190, China [map ] Appl Deadline: none (posted 2022/04/11 05:00 AM UnitedKingdomTime) Position Description: Apply Position Description Hua Loo-Keng Center for Mathematical Sciences (HCMS, https
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, Chinese Academy of Sciences, jointly invite applications for 10 postdoctoral positions in theoretical and/or computational study of magnetic confinement fusion plasmas. The starting date is negotiable. The
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research group of Prof. Quoc Ho (https://quocho.com/ ), whose current research interests lie in the intersection of geometric representation theory, categorification, knot invariants/topological quantum