Don Zagier

Valeurs zêta multiples finies et l'anneau des adèles du pauvre

01:05:26

published on September 24, 2026

Valeurs zêta multiples finies et l'anneau des adèles du pauvre

By Don Zagier

Modular Forms and Differential Equations

01:11:46

published on September 24, 2024

Modular Forms and Differential Equations

By Don Zagier

Ramanujan à Hardy : de la première à la dernière lettre

01:18:33

published on April 11, 2021

Ramanujan à Hardy : de la première à la dernière lettre

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 7/8

01:53:56

published on April 19, 2017

Partitions, Modular Forms and Moduli Spaces 7/8

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 6/8

01:58:26

published on April 18, 2017

Partitions, Modular Forms and Moduli Spaces 6/8

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 8/8

01:40:44

published on March 31, 2017

Partitions, Modular Forms and Moduli Spaces 8/8

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 5/8

01:57:13

published on March 30, 2017

Partitions, Modular Forms and Moduli Spaces 5/8

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 4/8

01:57:26

published on March 30, 2017

Partitions, Modular Forms and Moduli Spaces 4/8

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 3/8

01:53:54

published on March 30, 2017

Partitions, Modular Forms and Moduli Spaces 3/8

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 2/8

01:53:32

published on March 30, 2017

Partitions, Modular Forms and Moduli Spaces 2/8

By Don Zagier

Partitions, Modular Forms and Moduli Spaces 1/8

01:49:12

published on March 1, 2017

Partitions, Modular Forms and Moduli Spaces 1/8

By Don Zagier

Partitions, quasimodular forms, and Siegel-Veech constants

01:07:10

published on July 5, 2014

Partitions, quasimodular forms, and Siegel-Veech constants

By Don Zagier

Topologie quantique : entre les formes modulaires et la K-théorie algébrique

01:06:46

published on June 12, 2012

Topologie quantique : entre les formes modulaires et la K-théorie algébrique

By Don Zagier

Mathematics
and Interactions

Jean Morlet Chair - Geometric and Probabilistic Aspects in Quantum Field Theory / Chaire Jean Morlet Conférence - Aspects géométriques et probabilistes de la théorie quantique des champs

Serre 100

Jean Morlet Chair - 2026 - Sem 2 - Peltola - Rhodes

Loop Models, Conformal Field Theory, and Geometry / Modèles à boucles, théorie des champs et géométrie

Valeurs zêta multiples finies et l'anneau des adèles du pauvre

Modular Forms and Differential Equations

Ramanujan à Hardy : de la première à la dernière lettre

Partitions, Modular Forms and Moduli Spaces 7/8

Partitions, Modular Forms and Moduli Spaces 6/8

Partitions, Modular Forms and Moduli Spaces 8/8

Partitions, Modular Forms and Moduli Spaces 5/8

Partitions, Modular Forms and Moduli Spaces 4/8

Partitions, Modular Forms and Moduli Spaces 3/8

Partitions, Modular Forms and Moduli Spaces 2/8

Partitions, Modular Forms and Moduli Spaces 1/8

Partitions, quasimodular forms, and Siegel-Veech constants

Topologie quantique : entre les formes modulaires et la K-théorie algébrique