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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
- Beijing Normal-Hong Kong Baptist University (BNBU)
- UNIVERSITY OF NOTTINGHAM NINGBO CHINA
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but not limited to: o Quantum error correction, fault tolerance, and resource optimization. o Entanglement dynamics, quantum control protocols, and hybrid quantum-classical algorithms. o Modeling and
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colleagues and external partners (academic and industry) to exchange ideas, explore opportunities for collaboration, and establish partnerships that strengthen research outcomes. About You Qualifications: PhD
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, global health, infectious disease control and prevention, AI and big data, biomedicine, precision medicine, cancer genomics, etc. ABOUT THE UNIVERSITY In 2006 Xi’an Jiaotong-Liverpool University (XJTLU
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following key areas: epidemiology, biostatistics, global health, infectious disease control and prevention, AI and big data, biomedicine, precision medicine, cancer genomics, etc. ABOUT THE UNIVERSITY In 2006
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for collaboration, and establish partnerships that strengthen research outcomes. About You Qualifications: PhD awarded within 3 years in business administration, computer science, information systems, data science
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Japanese Studies, as well as possible PhD supervision across the range of the department’s expertise. The department has particular strengths in Japanese Linguistics, Japanese History and Japanese Language
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Environmental Science (Ref: FST260108) Job Description Candidates with expertise in the following areas: sustainable technologies and science including atmospheric science and pollution control, carbon
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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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, Biomathematics, Probability Theory and Mathematical Statistics, etc. l computational mathematics, including Numerical Approximation and Numerical Algebra, Optimization and Control , Intelligent Computing and
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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