معرفی
Patrick Ingram is an Associate Professor at the Department of Mathematics and Statistics, Faculty of Science, York University. His research focuses on number theory and diophantine geometry, particularly the arithmetic of elliptic curves and surfaces, and dynamical systems over global fields.
His scholarly work includes significant contributions to the study of canonical heights, post-critically finite maps, and primitive divisors in arithmetic dynamics. His research often bridges complex dynamics with number theory, exploring the interplay between Galois representations, Drinfeld modules, and polynomial iterations.
Patrick has received the Top Cited Article 2007 - 2011 award from the Journal of Number Theory. He collaborates with leading mathematicians in arithmetic dynamics, including Joseph H. Silverman, and has published extensively in top-tier journals such as the Duke Mathematical Journal, Proceedings of the London Mathematical Society, and Transactions of the American Mathematical Society. His work spans both theoretical advancements and computational techniques in algebraic divisibility sequences and rigidity theorems.
