معرفی
Alan Lauder is a Lecturer at the Mathematical Institute of the University of Oxford and a Tutor in Mathematics at Hertford College. His research lies at the intersection of Number Theory and Arithmetic Geometry, with a focus on modular forms, p-adic analysis, and computational aspects of arithmetic geometry.
His recent publications include groundbreaking work on modular forms of weight one, such as A computation of modular forms of weight one and small level (2016), and collaborative studies with Darmon and Rotger on p-adic iterated integrals, Stark points, and class fields of real quadratic fields. These works span computational number theory, algebraic geometry, and p-adic methods in modern arithmetic research.
He is affiliated with the Number Theory research group and has contributed to advancements in computational algorithms for modular forms and their applications to class field theory and automorphic representations.
