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The Langlands Project - Connecting Automorphic Forms and Number Theory

Offered By: BIMSA via YouTube

Tags

Number Theory Courses Elliptic Curves Courses Algebraic Number Theory Courses Arithmetic Geometry Courses Langlands Program Courses Galois Representations Courses Automorphic Forms Courses Zeta Functions Courses

Course Description

Overview

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Explore the profound connection between automorphic forms theory and rational number extension arithmetic proposed by Langlands in this 56-minute lecture. Trace the historical roots of this mathematical concept from 19th-century mathematicians, delve into current challenges faced in the field, and examine contemporary approaches to addressing these obstacles. Gain insights into the Langlands project and its significance in modern mathematics.

Syllabus

Andrew Wiles: The Langlands project #ICBS2024


Taught by

BIMSA

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