Bruno Poggi

Bruno Poggi is an Assistant Professor in the Department of Mathematics at the University of Pittsburgh, affiliated with the Dietrich School. His research focuses on harmonic analysis, partial differential equations, and geometric measure theory, with an emphasis on boundary value problems and the Schrödinger operator's harmonic analysis. He holds a PhD from the University of Minnesota and completed a postdoctoral position at the Universidad Autónoma de Barcelona.

Education: PhD in Mathematics from the University of Minnesota; Postdoctoral training at the Universidad Autónoma de Barcelona, Catalonia.

Research Interests: Explores the intersection of harmonic analysis, PDEs, and geometric measure theory. Recent work includes studying boundary value problems for elliptic PDEs and their connections to Euclidean domain geometry, as well as the exponential decay properties of Schrödinger operator eigenfunctions.