Zhongmin Qian

Zhongmin Qian is a Professor of Mathematics at the University of Oxford and an Official Fellow in Mathematics at Exeter College. His primary affiliation is with the Mathematical Institute in Oxford, where he focuses on advanced research and teaching in mathematical disciplines.

Qian’s research spans multiple domains within stochastic analysis, including:

• Diffusion processes and their probabilistic properties
• Rough path analysis for modeling irregular stochastic signals
• Backward stochastic differential equations (SDEs) and their applications
• Stochastic partial differential equations (SPDEs)
• Ricci curvature and associated PDEs
• Applications to general relativity and quantum field theory

His recent work examines fluid dynamics through Navier-Stokes equations and Oberbeck-Boussinesq flows, with a focus on boundary vorticity and entropy estimates for degenerate SDEs. Earlier contributions include foundational research on Ricci flow and rough path theory.

Qian has co-authored significant publications such as the Oxford Mathematical Monographs book System Control and Rough Paths (2002), which bridges control theory and stochastic analysis.

He has taught courses like B8.1 Martingales Through Measure Theory and the CDT Foundation course on Measures and Probability Theory, demonstrating expertise in advanced probability and mathematical finance fundamentals.

The Mathematical Institute at Oxford houses Qian’s research group, which explores stochastic analysis and its applications, frequently organizing workshops such as the Oxford Workshop on Probability and its Applications (2014, 2015).