On the Local Constancy of Certain Mod P Galois Representations by Suneel Kumar
Offered By: International Centre for Theoretical Sciences via YouTube
Course Description
Overview
Explore the intricacies of mod p Galois representations in this 30-minute conference talk presented by Suneel Kumar at the International Centre for Theoretical Sciences. Delve into the topic of local constancy within the context of rational points on modular curves, a key area of study in arithmetic geometry. Gain insights into the theoretical foundations and computational aspects of determining K-rational points on modular curves XH(K) for various fields and subgroups. This talk is part of a broader program focusing on elliptic curves, modular forms, and modular curves, bringing together experts in arithmetic geometry to share cutting-edge research and foster future developments in the field.
Syllabus
On the local constancy of certain mod p Galois representations by Suneel Kumar
Taught by
International Centre for Theoretical Sciences
Related Courses
Olivier Wittenberg- Some Aspects of Rational Points and Rational CurvesInternational Mathematical Union via YouTube The Number of Rational Points on a Curve of Genus at Least Two
International Mathematical Union via YouTube Roger Heath Brown - The Determinant Method, Lecture III
Hausdorff Center for Mathematics via YouTube AGRA IV - Diophantine Equations with Few Solutions - Lecture 5
ICTP Mathematics via YouTube Ecuaciones Diofantinas con Pocas Soluciones - Lecture 3
ICTP Mathematics via YouTube