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- Beijing Normal-Hong Kong Baptist University (BNBU)
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the following areas: atmospheric science and pollution control, sustainable technology and science, remote sensing technology, chemical analysis and environmental monitoring, solid waste technologies and
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of the following topics: • Precision measurement of oscillation parameters and mass ordering through the analysis of reactor neutrinos • First detection of diffuse supernova neutrino background • Supernova burst
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positions, tenured positions, and positions for distinguished professorship. Candidates in areas including, but not limited to, Computational Mathematics, Numerical Analysis, Computational Fluid Dynamics
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, but preference will be given to computational and applied mathematics, data science and statistics, analysis, geometry and algebra. Candidates must have a Ph.D. in mathematics or related field, a
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tools such as machine learning for sentiment analysis, data mining for social trends, or computational linguistics for linguistic analysis will be highly regarded. Additionally, the ability to instruct
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–computer interfaces and neuroengineering; Health big data analytics; advanced intelligent diagnostics/therapeutics. Core Facility Experimental animal facility (rat/mice - SPF), Animal Behavior Analysis
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, chemical analysis and environmental monitoring, solid waste technologies and management, carbon technologies and management; cross-discipline with the following areas including AI, environmental big data
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formation, spectroscopy line analysis, with computational and AI approaches; Proven experience in proposing for, conducting, and leading observations with world-class astronomical facilities (e.g. ALMA, JWST
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-driven strategies. Key responsibilities include: Leading the collection, analysis, and reporting of institutional data for major rankings (QS, THE, ARWU, etc.), identifying performance gaps and proposing
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Mathematics (Ref: FST250902) Job Description The successful candidate is expected to deliver lectures and tutorials in the areas such as real analysis, complex analysis, partial differential equations