Hanye Zhu

Hanye Zhu is a Phillip Griffiths Assistant Research Professor of Mathematics at Duke University, affiliated with the Department of Mathematics and Trinity College of Arts & Sciences. Their research focuses on partial differential equations, particularly p-Laplacian equations, conductivity problems, and gradient estimates in nonlinear and singular contexts.

Education: Ph.D. in Mathematics from Brown University (2024).

Research interests include mathematical analysis of elliptic and parabolic PDEs with measure data, asymptotic behavior in conductivity problems, and regularity theory for quasilinear equations. Recent work emphasizes the interplay between material science and advanced PDE techniques.

Publications highlight contributions to conductivity problem asymptotics, gradient estimates for singular equations, and analysis of insulated systems using p-Laplacian frameworks. No awards are explicitly listed in the provided materials.