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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
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compulsory education for their children. Please contact and confirm your supervisor before applying. Contact information for eligible supervisors can be found at https://math.bnu.edu.cn/jzg/szdw/index.htm
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. PhD in one of the fields represented at BIMSA should be completed before the appointment begins. Further Information: Research groups: https://www.bimsa.cn/yjtd Application Materials Required: Further
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contact Jiayin Gu at jiayin_gu@fudan.edu.cn and Fei Teng at f_teng@fudan.edu.cn. General information about postdoctoral positions at the Department of Physics, Fudan University can also be found at https
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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 be 2+1 years. The annual salary is CNY
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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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contact Dr. Maximilian Nitzschner (mnitzschner@ust.hk). More information about the University is available on the University homepage at https://hkust.edu.hk . Application Materials Required: Submit
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. More information about IMAI is availableat https://imai.whu.edu.cn We are not accepting applications for this job through MathJobs.Org right now. Please apply at https://imai.whu.edu.cn . Contact
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receive generous travel grants. PhD in one of the fields represented at BIMSA should be completed before the appointment begins. Further Information: Research groups: https://www.bimsa.cn/research_groups
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to the position, please email to HRBP on yu.yan@xjtlu.edu.cn . Where to apply Website https://www.timeshighereducation.com/unijobs/listing/405906/postdoctoral-resear… Requirements Additional Information Work
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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