FENG Zhicheng

FENG Zhicheng is an Assistant Professor in the Department of Mathematics, School of Science at Southern University of Science and Technology (SUSTech), where he joined in 2022 after positions at TU Kaiserslautern (2017-2021) and University of Science and Technology Beijing (2021-2022). He holds a Ph.D. from Peking University (2017).

His research focuses on Group and Representation Theory, specializing in local-global problems in modular representation theory and representations of finite groups of Lie type. Key research thrusts include:

• Investigating the Alperin weight conjecture through inductive blockwise conditions
• Analyzing Jordan decompositions for weights in finite reductive groups
• Studying unitriangular basic sets and Brauer characters under coprime actions
• Exploring Robinson's conjecture on character heights

His publication trends reveal deep specialization in modular representation theory of finite groups, particularly addressing fundamental conjectures through type-specific analyses (types A, B, C) and prime-specific cases. Recent work emphasizes equivariant correspondences and inductive verification of longstanding conjectures.

No scientific awards or major grants are publicly documented in the source material.

As a junior faculty member, he appears to be establishing his research group but no formal advisees or lab structures are mentioned in available materials. His collaborative pattern shows consistent work with researchers including C. Li, J. Zhang, G. Malle, and B. Späth across multiple high-impact publications.