معرفی
Shou-Wu Zhang is a Professor of Mathematics at Princeton University, affiliated with the Department of Mathematics. His research focuses on Number Theory, Algebraic Geometry, and Arithmetic Geometry, with significant contributions to topics like L-functions, Shimura varieties, and arithmetic dynamics. He holds a faculty position in one of the world’s leading mathematics departments.
His research interests span a wide range of advanced topics, including the study of algebraic cycles, height pairings, and the interplay between arithmetic geometry and number theory. Notably, he has worked extensively on the Colmez conjecture, Gross-Zagier formula, and Faltings heights. His work often bridges theoretical frameworks with computational methods, contributing to foundational problems in arithmetic algebraic geometry.
Zhang’s publications reflect a deep engagement with complex mathematical structures, such as adelic line bundles, Hodge index theorems, and equidistribution of CM points. His recent works (2021–2024) emphasize advancements in arithmetic intersection theory and the application of p-adic techniques to L-functions and complex multiplication. He is also involved in educational initiatives, such as minicourses on Faltings heights and L-functions.
No scientific awards are explicitly mentioned in the provided texts. His advising and grants activities are not detailed here, though his role as a professor suggests active mentorship and research leadership. He is based at Fine Hall, Princeton University, with contact via email and phone.
