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Alex Bartel is a Professor of Mathematics at the University of Glasgow, specializing in algebraic number theory, representation theory, and arithmetic statistics. His research focuses on Galois module structures, particularly involving the structure of rings of integers in number fields and the unit groups associated with them. He contributes to the field of arithmetic statistics through the exploration of Cohen-Lenstra heuristics pertaining to class groups in number fields. Additionally, his work on elliptic curves and finite groups includes integral representations and methods exploring the connections between number theory and geometry. Bartel has been active in academic roles, including serving as a research fellow with the Royal Commission for the Exhibition of 1851 and holding an EPSRC Early Career Fellowship. His teaching involves advanced topics such as Differential Geometry, contributing significantly to the education of students in mathematics.
University of Glasgow • Glasgow
Professor of Mathematics specializing in Algebraic Number Theory and Representation Theory.