Gabor Szekelyhidi

Gabor Szekelyhidi is a professor of mathematics at Northwestern University, Department of Mathematics. He received his PhD from Imperial College London in 2006 and held postdoctoral positions at Imperial College London, Harvard University, and Columbia University. He also served as a faculty member at the University of Notre Dame before joining Northwestern in 2022. His research focuses on geometric analysis and complex differential geometry, with an emphasis on finding canonical geometric objects such as extremal or Kähler-Einstein metrics on projective manifolds, minimal hypersurfaces, and special Lagrangian submanifolds. Szekelyhidi was awarded an NSF CAREER grant in 2014 and was an invited speaker at the 2014 International Congress of Mathematicians.

Gabor Szekelyhidi is a researcher at Northwestern University, specializing in complex geometry and differential geometry. His work focuses on extremal Kähler metrics, K-stability, and related topics in complex geometry. He has contributed to the study of Kähler–Einstein metrics, the Kähler–Ricci flow, and the interplay between geometric analysis and algebraic geometry. His research also includes the study of Sasaki–Einstein metrics, filtrations, test-configurations, and the stability of manifolds under geometric flows. Szekelyhidi's work explores the connections between geometric structures and analytic methods, particularly in the context of Ricci curvature, volume forms, and optimal degenerations.