معرفی
Fanze Kong is a Pearson Fellow and Acting Instructor at the Applied Math Department of the University of Washington. He holds a Ph.D. in Mathematics from the University of British Columbia (2021-2024), an M.Sc. in Mathematics from Southwestern University of Finance and Economics (2018-2021), and dual B.Sc. degrees in Mathematics and Economics from the same institution (2014-2018).
His research focuses on the analysis of Partial Differential Equations (PDEs), particularly reaction-advection-diffusion systems and chemotaxis models. Key interests include:
- Nonlinear dynamics in biological systems
- Pattern formation and stability
- Fluid-structure interactions in chemotaxis
His recent publications explore phenomena such as spike dynamics in Keller-Segel models, aggregation in chemotaxis-fluid systems, and localized patterns under advection-dominated conditions. These studies bridge applied mathematics with mathematical biology, emphasizing rigorous analytical techniques.
No scientific awards are listed. While no advising or grant details are provided, his work is disseminated through platforms like Google Scholar and institutional homepages.
