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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
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), particle physics with high energy colliders, nuclear and hadronic physics, etc. -Condensed matter physics, including strongly correlated systems, computational many-body physics, quantum matter at interfaces
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:59PM * (posted 2025/08/19, listed until 2025/11/15) Position Description: Apply Position Description ABOUT THE ORGANIZATION Schwarzman Scholars is a fully-funded, one-year master's degree program in
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Engineering, Computer Science, Artificial Intelligence, Computer Vision, Mobile Robotics, Machine Learning, Data Science and Analytics, Applied Mathematics. Location: Taicang, Greater Suzhou, China ABOUT XJTLU
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performance. Some suggested research topics may include: (i) NISQ algorithms, (ii) quantum simulation of complex many-body systems, and (iii) quantum computational complexity. This list is not intended to be
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include Homogeneous Dynamics, Lie Groups and Number Theory. See https://en.westlake.edu.cn/faculty/lifan-guan.html for more information. Zhuchao Ji’s research topics include Complex Dynamics, Arithmetic
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of Things has been jointly developed by the University and one of its industry partner – Eolane China, to deliver industry-themed programme(s). Eolane Group is a leading French professional in electronic
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of future-ready talent equipped to navigate the complexities of the Fourth Industrial Revolution. By combining academic excellence, cutting-edge research, and practical application, XJTLU continues
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, Computer Science, Networking and Communications, System Engineering, Electronics, Data Science Location: Taicang, Greater Suzhou, China ABOUT XJTLU In 2006 Xi’an Jiaotong-Liverpool University (XJTLU) was created by
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well as contributing to the leadership of the college. The School of Robotics is jointly developed by the University and an industry partner – Siasun, to deliver the industry-themed programme(s). The first degree
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conjecture, -- Langlands program and related problems, -- algebraic geometry and complex geometry, -- partial differential equations and in particular Navier-Stokes equations, -- stochastic analysis