Non-vanishing Modulo p of Values of a Modular Form at CM Points by Haruzo Hida (Lecture 3)

preview_player
Показать описание
PROGRAM
ELLIPTIC CURVES AND THE SPECIAL VALUES OF L-FUNCTIONS (HYBRID)

ORGANIZERS: Ashay Burungale (CalTech/UT Austin, USA), Haruzo Hida (UCLA), Somnath Jha (IIT Kanpur) and Ye Tian (MCM, CAS)
DATE: 08 August 2022 to 19 August 2022
VENUE: Ramanujan Lecture Hall and online

The program plans to focus on recent developments in the arithmetic of Elliptic curves and special values of L-functions.

ICTS is committed to building an environment that is inclusive, non-discriminatory and welcoming of diverse individuals. We especially encourage the participation of women and other under-represented groups.

  1. International Centre for Theoretical Sciences
Рекомендации по теме
Non-Vanishing Modulo p 1:01:18

Non-Vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 1) by Haruzo Hida

Non-vanishing Modulo p 1:11:58

Non-vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 4) by Haruzo Hida

Non-vanishing Modulo p 1:08:10

Non-vanishing Modulo p of Values of a Modular Form at CM Points by Haruzo Hida (Lecture 3)

Non-Vanishing Modulo p 1:02:34

Non-Vanishing Modulo p of Values of a Modular Form at CM Points (Lecture 2) ) by Haruzo Hida

Alexandra Florea (Columbia): 0:48:55

Alexandra Florea (Columbia): Non-vanishing of cubic L-functions over function fields

L-values of U(3)×U(2), 0:48:21

L-values of U(3)×U(2), non-vanishing and hybrid sub convexity by Dinakar Ramakrishnan

Non-vanishing of twists 1:05:27

Non-vanishing of twists of GL(4) L-functions - Liyang Yang

Carlo Pagano: On 0:49:12

Carlo Pagano: On Chowla's non-vanishing conjecture over function fields (NTWS 175)

Online course: The 1:09:46

Online course: The non-vanishing of cubic Dirichlet L-functions

Central L-values of 1:00:05

Central L-values of U(3) x U(2), non-vanishing and subconvexity

CTNT 2020 - 0:44:14

CTNT 2020 - Non-vanishing for cubic L-functions - Alexandra Florea

Simultaneous non-vanishing of 1:04:09

Simultaneous non-vanishing of L-values by Soumya Das

On the vanishing 0:17:25

On the vanishing of twisted L-functions of elliptic curves over function fields

Non-vanishing of Poincare 0:50:54

Non-vanishing of Poincare series

My finger hurts 0:00:19

My finger hurts so much, oh my god 😭 #youtubeshorts #makeup #sfx #sfx_makeup #foryou #art #shorts

Number Theory | 0:04:44

Number Theory | Linear Congruence Example 2

Matilde Lalín: Vanishing 0:45:41

Matilde Lalín: Vanishing of twisted L-functions of elliptic curves over function fields

Vanishing Theorems in 1:01:30

Vanishing Theorems in Algebraic Geometry - Bhargav Bhatt

Non-vanishing Theorems for 1:05:22

Non-vanishing Theorems for the Gross Family of Elliptic Curves by Yukako Kezuka

Stability, cohomology vanishing, 1:17:01

Stability, cohomology vanishing, and non-approximable groups - Andreas Thom

Bhargav Bhatt - 1:06:29

Bhargav Bhatt - Prismatic cohomology and applications: Kodaira vanishing

Daichi Takeuchi: On 1:04:43

Daichi Takeuchi: On local epsilon factors of the vanishing cycles of isolated singularities

A Residue Based 0:41:19

A Residue Based Approach to Vanishing Sums

Higher Coleman theory. 1:08:54

Higher Coleman theory. Vanishing theorems, slope estimates, control theorem II