Summer School 2017: Spectral properties of large random objects

Collection Summer School 2017: Spectral properties of large random objects

Organizer(s) Nicolas CURIEN (Université Paris-Sud), Hugo DUMINIL-COPIN (IHES), Jean-François LE GALL (Université Paris-Sud), Stéphane NONNENMACHER (Université Paris-Sud)

Date(s) 17/07/2017 - 28/07/2017

linked URL https://indico.math.cnrs.fr/event/1751/

00:00:00 / 00:00:00

1 27

Two equivalent versions of the Riemann Hypothesis

By Nathanaël Enriquez

Information about the video

Date of recording 17/07/2017
Date of publication 19/07/2017
Institution IHES
Licence CC BY-NC-ND
Format MP4

Domain(s)

Probability

MSC codes

Last related questions on MathOverflow

You have to connect your Carmin.tv account with mathoverflow to add question

Ask a question on MathOverflow

All the collection videos

01:15:02

published on July 19, 2017

Two equivalent versions of the Riemann Hypothesis

By Nathanaël Enriquez

01:00:37

published on July 20, 2017

Spectral theory of unimodular random trees: a few results and many questions

By Justin Salez

3 videos

published on July 26, 2017

Christophe Sabot - Self-interacting processes and random Schrödinger operators

3 videos

published on July 28, 2017

Frederic Klopp - Large systems of interacting quantum particles in a random field

3 videos

published on July 27, 2017

Balint Virag - Operator limits of random matrices

01:07:42

published on July 27, 2017

Distributional symmetry of random matrices and the non commutative notions of independence

By Camille Male

3 videos

published on July 29, 2017

Paul Bourgade - Universality and quantum unique ergodicity in random matrix theory

3 videos

published on July 21, 2017

Eyal Lubetzky - Spectral vs. geometric approaches to random walks on random graphs

3 videos

published on July 20, 2017

Yuval Peres - The cutoff phenomenon and rate of escape for Markov chains

3 videos

published on July 19, 2017

Simone Warzel - Topics in random operator theory

3 videos

published on July 20, 2017

Charles Bordenave - Spectrum of random graphs

Copyright Carmin.tv 2025

Give feedback