Collection Méthodes géométriques et analytiques pour les points rationnels / Geometric and Analytic Methods for Rational Points

Organizer(s) Harari, David ; Peyre, Emmanuel ; Skorobogatov, Alexei
Date(s) 4/15/19 - 4/19/19
linked URL https://conferences.cirm-math.fr/1989.html

All the collection videos (8)

01:19:29

published on May 21, 2019

Cohomological obstructions to local-global principles - lecture 1

By Cyril Demarche

01:14:33

published on May 21, 2019

Interactions of analytic number theory and geometry - lecture 1

By Damaris Schindler

01:14:07

published on May 21, 2019

Cohomological obstructions to local-global principles - lecture 2

By Cyril Demarche

01:17:29

published on May 21, 2019

Cohomological obstructions to local-global principles - lecture 3

By Cyril Demarche

01:18:09

published on May 21, 2019

Interactions of analytic number theory and geometry - lecture 2

By Damaris Schindler

01:15:24

published on May 21, 2019

Interactions of analytic number theory and geometry - lecture 3

By Damaris Schindler

01:14:39

published on May 21, 2019

Cohomological obstructions to local-global principles - lecture 4

By Cyril Demarche

01:07:32

published on May 21, 2019

Interactions of analytic number theory and geometry - lecture 4

By Damaris Schindler

Mathematics
and Interactions

1923-2023, Centenaire de René Thom

T3-2023 Recent trends in computer algebra

A Random Walk in the Land of Stochastic Analysis and Numerical Probability / Une marche aléatoire dans l'analyse stochastique et les probabilités numériques

The Fields Medallists

Collection Méthodes géométriques et analytiques pour les points rationnels / Geometric and Analytic Methods for Rational Points

Cohomological obstructions to local-global principles - lecture 1

Interactions of analytic number theory and geometry - lecture 1

Cohomological obstructions to local-global principles - lecture 2

Cohomological obstructions to local-global principles - lecture 3

Interactions of analytic number theory and geometry - lecture 2

Interactions of analytic number theory and geometry - lecture 3

Cohomological obstructions to local-global principles - lecture 4

Interactions of analytic number theory and geometry - lecture 4

Déploiement, Stratification, Monodromy Group

From Thom’s gradient cell decomposition to the curvature of Milnor fibers and the log-canonical threshold

Number theory through geometry, dynamics and illustration - Lecture 1

Number theory through geometry, dynamics and illustration - Lecture 2

Number theory through geometry, dynamics and illustration - Lecture 3

The World of Shadows: from Plato to Thom

René Thom’s Catastrophe Theory and the Quantum Theory of Atoms in Molecules

Comment René THOM a changé la biologie moléculaire

Cobordism and Spaces of Manifolds

Doors open by Thom in Morse theory and towards the h-principle