Regular biography
Aaron Landesman is a Benjamin Peirce Fellow at Harvard University, affiliated with the Department of Mathematics. His research interests are not explicitly detailed in available sources. Landesman's profile page mentions a personal statement about travel schedules, but no specific academic contributions or publications are provided. His contact information includes an email address and a personal website.
Scholar-generated biography
Aaron Landesman is a mathematician at Harvard University specializing in Algebraic Geometry, Number Theory, and Topology. His research focuses on the interplay between these fields, particularly through the study of geometric structures, Galois representations, and moduli spaces. Landesman's work includes investigations into the distribution of Selmer groups over function fields, homological stability for Hurwitz spaces, and the geometry of moduli spaces of curves. His research also explores the arithmetic of abelian varieties, the behavior of Galois representations in families, and the algebraic geometry of conjectures such as the Putman–Wieland conjecture. His contributions often involve deep connections between topology, number theory, and algebraic geometry.