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, adhere to academic ethics, diligent working performance are required, with no criminal record or punishment record for violating teaching ethics and academic ethics. • Applicants should have a PhD degree
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NYU Shanghai Position ID: 2004-POSTDOC [#27400] Position Title: Position Type: Postdoctoral Position Location: Shanghai, Shanghai 200122, China [map ] Subject Area: Mathematics Appl Deadline: (posted 2025/10/16, listed until 2026/04/16) Position Description: Apply Position Description Position...
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offers bachelor's, master's, and doctoral degrees. Research interests of faculty members include core areas of pure mathematics, applied mathematics, information and computational science, and statistics
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conjecture, -- Langlands program and related problems, -- algebraic geometry and complex geometry, -- partial differential equations and in particular Navier-Stokes equations, -- stochastic analysis
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Information Science , Quantum Simulation , ultracold quantum gases Appl Deadline: none (posted 2024/10/10) Position Description: Apply Position Description Hui Zhai’s group at Institute for Advanced Study at Tsinghua
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Location: Shanghai, Shanghai 201210, China [map ] Subject Area: theoretical and computational studies of condensed matter physics / theoretical and computational studies of condensed matter physics Appl
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Postdoctoral Program," offering enhanced compensation and the opportunity to directly transition into an Associate Professor role upon completion. - Additional Benefits: Includes social security, housing funds
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, commensurate with qualifications. Candidates who obtained their Ph.D. from world-class universities may apply for the "Yixian Postdoctoral Program," offering enhanced compensation and the opportunity to directly
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Postdoctoral Program," offering enhanced compensation and the opportunity to directly transition into an Associatet Professor role upon completion. - Additional Benefits: Includes social security, housing funds
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written and verbal communication skills in English. 4. Preference will be given to candidates experienced in using Sage, PARI/GP or Magma to do number theoretic computations (L-functions, modular forms, etc