Elliptic Curves, Modular Forms, & Fermat's Last Theory: Proceedings of a Conference Held in the Institute of Mathematics of the Chinese University of Hong Kong

This collection presents a series of discussions and findings from a significant conference hosted at the Chinese University of Hong Kong, centered around the groundbreaking work of Andrew Wiles on Fermat's Last Theorem. Scholars and experts in the field convened to explore the intricate connections between elliptic curves, modular forms, and number theory, showcasing the mathematical community's ongoing engagement with these pivotal concepts.

Contributors to the proceedings delve into the implications of Wiles's proof, examining the rich tapestry of ideas that underpin contemporary mathematics. The volume serves as both a tribute to Wiles’s achievement and a valuable resource for researchers eager to deepen their understanding of the interplay between these advanced topics.