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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
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, epidemiology, etc. The Department currently offers Bachelors, Masters and PhD degree programmes in Biological Sciences and Bioinformatics and most recently, Biomedical Sciences. Our research is brought directly
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(Portuguese-Chinese), as well as one PhD programme covering different topics of Portuguese Studies. Qualifications Applicants must possess at least a Master degree in Portuguese Linguistics, Portuguese Literary
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receives excellent technical support. The Department currently offers Bachelors, Masters and PhD degree programmes in Biological Sciences and Bioinformatics and most recently, Biomedical Sciences. Our
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projects, field trips or placements, where it is part of the course, and advise students on techniques. About You PhD or equivalent in relevant subject area. Higher Education teaching qualification
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administrative service to the School, the University and its stakeholders. Maintain a sustained record of successful PhD supervision. Work collaboratively with relevant School(s), College and University entities
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students in research and contribute to the university in terms of service and administration. Job Requirement Candidates should have a PhD degree in mathematics or a closely aligned discipline, ideally with
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change. Applicants should: A PhD in Pure Mathematics or a related field; At least three years of experience in research and teaching, with a proven track record of academic excellence and leadership
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to mentor PhD students and postdocs. Salaries are in the range RMB 700k - 3.5M (Approx. 96k USD - 480k USD) per annum, depending on qualifications. BIMSA offers internationally competitive salaries, as
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development and the expansion of master’s and PhD student numbers on campus. The university has over 18,000 students and more than 920 academic staff representing in excess of 90 nationalities. XJTLU is located
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the analysis of differential equations, numerical analysis, optimisation, operational research as well as their applications. We seek individuals with a PhD in mathematics who will make a strong contribution to