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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
- HETAO INSTITUTE OF MATHEMATICS AND INTERDISCIPLINARY SCIENCES
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Computation Zero-Knowledge Proofs Fully Homomorphic Encryption Post-doc Positions Multiple positions are open at the level of post-doctoral researcher with two-year term. Positions will remain open until filled
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and Technology of China. The accepted postdocs will work on one or more of the following subjects or related subjects: quantum simulation of gauge theory, quantum observables in high energy colliders
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Position Description The QLM group at the Chinese University of Hong Kong, Shenzhen, invites talented and motivated applicants for postdoc positions in physics. As a member of our team, you will
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Profile Recognised Researcher (R2) Positions Postdoc Positions Application Deadline 31 May 2027 - 12:00 (Europe/London) Country China Type of Contract To be defined Job Status Full-time Hours Per Week 40
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Position Description HETAO INSTITUTE OF MATHEMATICS AND INTERDISCIPLINARY SCIENCES (HIMIS) invites applications for postdoc positions from accomplished scholars in all fields of mathematics
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Position Description Postdoctoral Positions in AI for Science and Scientific Computing The AI Research Institute at Great Bay University invites applications for two postdoctoral positions in AI
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Position Description HETAO INSTITUTE OF MATHEMATICS AND INTERDISCIPLINARY SCIENCES (HIMIS) invites applications for postdoc positions from accomplished scholars in all fields of mathematics
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matter, and quantum computation. The initial appointment is for two years, with the possibility of renewal or promotion to a senior research position contingent on mutual agreement and performance
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Description of the offer : We are seeking to recruit a number of PhD and postdocs working on the theory of magnetism, spintronics and their interface with quantum information science. The PhD
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neural networks, and related areas. The previous research work has been partially supported by research grants from several countries, including EPSRC Programme grant "Symmetries and Correspondence