معرفی
Zhe Su is a Visiting Assistant Professor in the Department of Mathematics at Michigan State University. His research focuses on advanced mathematical frameworks integrating differential geometry, topology, and computational methods. Key areas include Hodge decomposition applications in fluid dynamics and genomics, structural connectome analysis using Riemannian metrics, and elastic shape analysis for surfaces and curves.
His work bridges pure mathematics with applied domains such as medical imaging, neuroscience, and computational biology. Recent contributions involve developing Eulerian representation techniques for topological data analysis and metric completions in vector-valued spaces.
Notable research trends include:
- Topological methods for vector fields and biological data
- Riemannian geometry applications in brain network modeling
- Elastic metrics for shape registration and comparison
No scientific awards or grants are listed in the provided materials. His academic contributions are primarily through peer-reviewed publications in computational mathematics and applied geometry.
