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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
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Field
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. Identify the learning needs of students and ensure that the content, methods of delivery and learning materials meet the defined learning objectives of various courses. To develop a national reputation in
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Studies Cultural Studies Candidates will need to have in depth knowledge to enable the development of new knowledge, innovation and understanding in the relevant field. In addition, candidates will be
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recipients of prestigious awards such as The Fields Medal, Abel Prize, Wolf Prize, Chen Medal, and COPSS Presidents' Award, as well as leading academies of sciences in major developed countries, and other top
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on five campuses in Guangzhou and Zhuhai. Benefiting from its location near Hong Kong and Macao and the regional advantage of opening and economic development, the university has become an important base
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the development of new knowledge, innovation and understanding in the relevant field. In addition, candidates will be required to have extensive experience in leading the design of research techniques and methods
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for, the future university and campus in developing talents and leaders to meet local, national, and global challenges arising from the 4th Industrial Revolution. Developed in collaboration with the Taicang
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Shanghai in Kunshan, and is connected to Shanghai via an 18-minute high-speed train and a subway-light rail train system. DKU provides internationally competitive compensation, housing allowance, child
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undergraduates and postgraduates over 100 programmes with a diverse spectrum of courses. XJTLU is entering a new and exciting phase of its development as part of its academic and research strategic priorities
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international recognition, an outstanding research track record and outlook, and leadership in developing the discipline; 3. We seek candidates with demonstrated academic leadership and reputation, a record of
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capabilities, based on solving key mathematical topics at the frontiers of science and technology, and is committed to the development of applied mathematical research that focuses on both theory and application