معرفی
Alan Chang is an Assistant Professor of Mathematics at Washington University in St. Louis. His research focuses on geometric measure theory and harmonic analysis, exploring topics such as Nikodym sets, maximal functions, and fractal structures. He holds a Ph.D. in Mathematics from the University of Chicago (2020) and a B.A. from Princeton University (2014). Previously, he was an Instructor at Princeton University under Assaf Naor. Chang has been awarded the NSF Graduate Research Fellowship (2014) and the NSF Mathematical Sciences Postdoctoral Fellowship (2020, declined). His work includes grants like NSF Grant DMS-2247233 (2023–2026).
His research interests span geometric measure theory, harmonic analysis, and fractal geometry. Notable contributions include studies on Besicovitch sets, decoupling theory, and the Whitney extension theorem. Chang’s publications address diverse areas such as analytic capacity, Minkowski sums, and Kakeya needle problems, reflecting his expertise in geometric and analytic methods.
- Grants: NSF Grant DMS-2247233 (2023–2026)
- Awards: NSF Graduate Research Fellowship (2014), NSF Postdoctoral Fellowship (2020, declined)
Chang advises no listed students but has contributed to mentoring through his roles as an instructor and researcher. His work intersects with labs and teams focused on geometric analysis and harmonic functions.
