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Zihui Zhao     pronounced as Zǐ-huì

Office: Ryerson 351
Email: zhaozh [at] uchicago [dot] edu

About

Since August 2019, I am an NSF Postdoc and L.E. Dickson Instructor at the University of Chicago.

From September 2018 to July 2019, I was a member at the Institute for Advanced Study during the Sepcial Year on Variational Methods in Geometry . My mentor was Prof. Camillo De Lellis .

In June 2018 I graduated from the University of Washington, and my advisor was Prof. Tatiana Toro.

You can find my CV here .

Research

Broadly speaking my work lies in the intersection of Geometric Analysis, Geometric Measure Theory, Harmonic Analysis and PDEs.

In particular I am interested in the properties of the Harmonic and Elliptic Measure, how they are related to the geometric characterization of the domain considered and the boundary behavior of solutions to Elliptic PDEs. I am also interested in regularity problems of Minimal Surfaces.

Selected Talks

Professional Activities and Services

Recent Teaching