Explore Artin's primitive root conjecture in this 44-minute lecture delivered by Kumar Murty at the Fields Institute. Delve into the intricacies of this fundamental mathematical concept, examining its implications and significance in number theory. Gain insights from Murty's expertise as he unpacks the conjecture's formulation, historical context, and current research developments. Enhance your understanding of algebraic number theory and its applications through this in-depth presentation, part of the SCHOLARII program at the Fields Institute.
Overview
Syllabus
Artin's primitive root conjecture
Taught by
Fields Institute
Related Courses
-
Algebraic Number Theory
-
Primes and Primitive Sets - An Erdős Conjecture Is Cracked
-
On the Hardy Littlewood 3-Tuple Prime Conjecture and Convolutions of Ramanujan Sums
-
Introduction to the Farrell Jones Conjecture - Part 1
-
Hodge Theory for the Conservativity Conjecture
-
Exceptional Finite Groups of Lie Type and Their Primitive Actions
