Hamid Hezari

Hamid Hezari is an Associate Professor in the Department of Mathematics at the University of California, Irvine (UCI). He holds a PhD from Johns Hopkins University (2009) and was a CLE Moore Instructor at MIT (2009–2012), with a postdoctoral fellowship at the Mathematical Sciences Research Institute (MSRI) during 2010. His research focuses on analysis and partial differential equations, particularly semiclassical/microlocal analysis and its applications in spectral geometry and quantum chaos.

Key research interests include spectral geometry, quantum chaos, inverse problems, and the analysis of eigenfunctions. He has published over 25 peer-reviewed articles in top journals such as the Annals of Mathematics, Journal of Spectral Theory, and Communications in Mathematical Physics. His work explores topics like spectral rigidity of geometric domains, nodal set properties, and Bergman kernel asymptotics.

Teaching responsibilities at UCI include courses in analysis, partial differential equations, and graduate-level topics like microlocal analysis. He has been supported by grants and has contributed to collaborative research with leading institutions. No specific awards are highlighted in the provided texts, though his prolific publication record underscores his scholarly impact.

Hezari’s research often bridges mathematical physics and pure analysis, with applications to understanding geometric and dynamical systems through spectral methods.