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Mathjobs . The Institute for Theoretical Sciences was inaugurated at Westlake University on September 24th , 2020. Professor Gang Tian was appointed to be the founding director. The institute aims to marshal
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Appl Deadline: none (posted 2024/10/14) Position Description: Apply Position Description Group Introduction The principal investigator of the Geometric Measure Theory Group is Professor Thierry De Pauw
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, China, initiated by Professor Tsung-Dao Lee (Nobel Prize in Physics 1957), TDLI was founded in November 2016, with Professor Frank Wilczek (Nobel Prize in Physics 2004) as its Founding Director, who is
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Xi'an Jiaotong - Liverpool University – XJTLU Technology Transfer Centre Co., Ltd. (XTTC) Contract Type: Fixed-term, two-year contract About Postdoctoral Programme The postdoctoral programs at XJTLU
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to Assistant Professors during their appointment. YMSC was established in 2009 and now has more than 80 faculties working at the forefront in various areas of mathematics. More information about YMSC can be
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) was founded in November 2016, following the proposal of Professor Tsung-Dao Lee (Nobel Prize in Physics 1957), to promote fundamental science and to provide a platform for international scientific
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comprehensive "undergraduate - master - doctor" talent training system. Currently, it hosts a postdoctoral research station in mathematics, a first - level doctoral program in mathematics, and a first - level
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highly motivated and talented candidate for a joint postdoctoral position. The successful applicant will work with Prof. Qingdong Jiang and Prof. Qian Niu (as an adjunct professor from USTC) on a diverse
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Recruitment Conditions: 1. Hold a doctorate degree in condensed matter physics, materials physics, or a related field. 2. Have expertise in at least one of the following areas: growth of van der Waals (vdW) materials; thin-film preparation (e.g., magnetron sputtering, pulsed laser deposition);...
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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