Paul Nelson : Subconvexity of L-functions - Part 3

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CONFERENCE
Recording during the thematic meeting : « Building bridges 6th EU/US » the september 03, 2024 at the Centre International de Rencontres Mathématiques (Marseille, France)

Filmmaker : Luca Récanzone

  1. Centre International de Rencontres Mathématiques
  2. Cirm
  3. CNRS
  4. SMF
  5. Mathematics
  6. mathématiques
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Paul Nelson: Conductor dropping and subconvexity

3. Subconvex equidistribution 0:58:19

3. Subconvex equidistribution of cusp forms - Paul Nelson (ETH Zürich) [2017]

Relative character asymptotics 0:58:58

Relative character asymptotics and applications - Paul Nelson

Bounds for Standard 1:11:52

Bounds for Standard L-Functions by Paul Nelson

Paul Nelson (Zurich): 0:56:45

Paul Nelson (Zurich): The orbit method, microlocal analysis and applications to L-functions

Bounds for character 0:58:36

Bounds for character twists of L-functions - Paul Nelson

Paul Nelson (ETH, 1:13:01

Paul Nelson (ETH, Zurich): The orbit method, microlocal analysis and applicationsto L-functions

Eisenstein series and 1:01:17

Eisenstein series and the cubic moment for PGL(2) - Paul Nelson

The Weyl bound 1:00:16

The Weyl bound for triple product L-functions by Valentin Blomer

The subconvexity problem 0:43:54

The subconvexity problem for L-functions – Ritabrata Munshi – ICM2018

L - functions, 1:01:46

L - functions, moments and subconvexity - P. Michel - 2/23/2019

Short Second Moment 1:07:31

Short Second Moment Bound and Subconvexity for GL(3) L-Functions by Keshav Agarwal

Automorphic reciprocity and 0:55:13

Automorphic reciprocity and families of L-functions

What does subconvexity 0:00:35

What does subconvexity mean?

Holomorphy of L 0:34:04

Holomorphy of L functions and Trace Formula

11. The fifth 0:58:44

11. The fifth moment of modular L-functions - Matthew Young [2017

Lecture 1: ℓ-adic 1:05:43

Lecture 1: ℓ-adic Trace Functions in Analytic Number Theory by Philippe Michel

Lecture 3: ℓ-adic 0:15:21

Lecture 3: ℓ-adic Trace Functions in Analytic Number Theory by Philippe Michel

Joint equidistribution of 1:07:55

Joint equidistribution of adelic torus orbits and families of twisted L-functions - Farrell Brumley

6. Applications of 0:57:02

6. Applications of Exponential Sums - Will Sawin (ETH Zürich) [2017]

Endoscopy and cohomology 0:57:59

Endoscopy and cohomology growth on unitary groups - Simon Marshall

Bounding Self-Dual L-functions: 0:54:52

Bounding Self-Dual L-functions: The Conrey-Iwaniec Method Revisited by Yongxiao Lin

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