Eyal Z Goren

Eyal Z Goren is a Professor in the Department of Mathematics and Statistics at McGill University. His research focuses on Number Theory. He is affiliated with the Mathematics and Statistics department and maintains a personal webpage at https://www.mcgill.ca/mathstat/eyal-z-goren. His academic profile includes information about his research areas and departmental affiliations.

Eyal Goren is a researcher specializing in Arithmetic Geometry, with a focus on the study of Hilbert modular varieties, modular forms, and their arithmetic properties. His work explores the geometry and number theory of these objects, including their reduction properties, canonical subgroups, and height pairings. Goren's research also extends to the construction of cryptographic hash functions using expander graphs and the study of genus 2 curves with complex multiplication. His publications frequently address mod p and p-adic aspects of modular forms, as well as the interplay between algebraic geometry and number theory in the context of Shimura varieties.