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David Harbater

Modern Galois theory related areas of Algebra Arithmetic Geometry

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David Harbater is a Professor of Mathematics at the University of Pennsylvania, affiliated with the Department of Mathematics. His research focuses on Modern Galois theory and related areas of Algebra and Arithmetic Geometry. Harbater holds the Christopher H. Browne Distinguished Professor title in the School of Arts and Sciences. His contact information includes an email address of harbater@math.upenn.edu and a website link at https://www.math.upenn.edu/people/david-harbater. He is listed as a Standing Faculty member in the department.


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David Harbater is a Professor of Mathematics at the University of Pennsylvania, specializing in algebra, number theory, geometric Galois theory, and local-global principles. His research focuses on Galois groups over curves, patching techniques, and arithmetic Galois groups. He has contributed significantly to problems in characteristic p, moduli of p-covers of curves, and local-global principles for torsors over arithmetic curves. His work explores connections between algebraic geometry and number theory, particularly through the study of fundamental groups and Galois cohomology. Harbater's research has advanced understanding of Abhyankar's conjecture and related problems in Galois theory.

Source: google_scholar · 93 words
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