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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
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- Beijing Institute of Mathematical Sciences and Applications
- Harbin Engineering University
- UNIVERSITY OF MACAU
- ; Xi'an Jiaotong - Liverpool University
- Beijing Normal-Hong Kong Baptist University (BNBU)
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- Xi'an Jiaotong-Liverpool University
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. ESSENTIAL QUALIFICATION/EXPERIENCES PhD degree in computer science, information science, electronics, networking and communications, systems engineering or a closely aligned discipline to the Internet
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Sciences of Harbin Engineering University invites applications for multiple full-time open-rank positions in areas of Computational Mathematics. These include postdocs, tenure-track positions, tenured
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4.0/5.0, Technology Transfer, Software, Hardware, Creativity, Leadership, Innovation & Start-up culture. Location: Taicang, Greater Suzhou, China ABOUT XJTLU In 2006 Xi’an Jiaotong-Liverpool University
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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. Please
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Chinese and non-Chinese-citizen, to work and carry out research in China. Talent/Research Program Fund Outstanding Youth Science Foundation Project (Overseas)/ RMB 1-3 Million Innovation Leading Talent/ up
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Systems, Mathematical Biology, Computational Mathematics, and Data Sciences, etc. For more information about the College, please visit http://mathen.hrbeu.edu.cn/ . Application Materials Required: Submit
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Kaiyuan International Mathematical Sciences Institute Position ID: 3545 -RESEARCHER [#26224] Position Title: Position Location: Changsha, 湖南 410008, China [map ] Subject Area: mathematics
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Kaiyuan International Mathematical Sciences Institute Position ID: 3545 -RA [#26225] Position Title: Position Location: Changsha, 湖南 410008, China [map ] Subject Area: mathematics,statistics and
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Kaiyuan International Mathematical Sciences Institute Position ID: 3545 -PI [#26223] Position Title: Position Location: Changsha, 湖南 410008, China [map ] Subject Area: mathematics,statistics and
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to, Dynamical Systems, Bifurcation Analysis, Complex Networks, Optimization, Mathematical Biology, Biostatistics, Mathematical Epidemiology, Computational Biology, Bioinformatics, P robability Theory, Stochastic