Mathématiques
et Interactions
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Toutes les vidéos de la collection (65)
![Bestiaire de chaînes de Markov à mémoire variable et marches aléatoires persistantes]()
59:03publiée le 24 mars 2016Bestiaire de chaînes de Markov à mémoire variable et marches aléatoires persistantes
De Peggy Cénac-Guesdon
![Le Laplacien massique Z-invariant sur les graphes isoradiaux]()
56:28publiée le 24 mars 2016Le Laplacien massique Z-invariant sur les graphes isoradiaux
De Béatrice de Tilière
![Calabi-Yau manifolds, mirror symmetry, and $F$-theory - part I]()
01:54:43publiée le 3 mai 2016Calabi-Yau manifolds, mirror symmetry, and $F$-theory - part I
De David R. Morrison
![Calabi-Yau manifolds, mirror symmetry, and $F$-theory - part II]()
01:58:36publiée le 3 mai 2016Calabi-Yau manifolds, mirror symmetry, and $F$-theory - part II
De David R. Morrison
![Variational formulas, Busemann functions, and fluctuation exponents for the corner growth model with exponential weights - Lecture 2]()
01:38:35publiée le 16 mars 2017Variational formulas, Busemann functions, and fluctuation exponents for the corner growth model with exponential weights - Lecture 2
De Timo Seppäläinen
![Variational formulas, Busemann functions, and fluctuation exponents for the corner growth model with exponential weights - Lecture 3]()
01:34:58publiée le 16 mars 2017Variational formulas, Busemann functions, and fluctuation exponents for the corner growth model with exponential weights - Lecture 3
De Timo Seppäläinen
![Collective dynamics in life sciences - Lecture 2. The Vicsek model as a paradigm for self-organization: from particles to fluid via kinetic descriptions]()
01:27:53publiée le 13 avril 2017Collective dynamics in life sciences - Lecture 2. The Vicsek model as a paradigm for self-organization: from particles to fluid via kinetic descriptions
De Pierre Degond
![Collective dynamics in life sciences - Lecture 3. Phase transitions in the Vicsek model: mathematical analyses in the kinetic framework]()
32:39publiée le 13 avril 2017Collective dynamics in life sciences - Lecture 3. Phase transitions in the Vicsek model: mathematical analyses in the kinetic framework
De Pierre Degond
![Steady states and long range correlations in driven systems - Lecture 1]()
01:31:01publiée le 13 avril 2017Steady states and long range correlations in driven systems - Lecture 1
De David Mukamel
![Steady states and long range correlations in driven systems - Lecture 2]()
01:29:32publiée le 13 avril 2017Steady states and long range correlations in driven systems - Lecture 2
De David Mukamel
![Capacity expansion games with application to competition in power generation investments]()
01:05:15publiée le 26 juillet 2017Capacity expansion games with application to competition in power generation investments
De René Aïd
![Calcul tensoriel formel sur les variétés différentielles - Partie 2]()
01:24:58publiée le 1 février 2018Calcul tensoriel formel sur les variétés différentielles - Partie 2
De Éric Gourgoulhon
![Mutually enriching connections between ergodic theory and combinatorics - part 1]()
01:27:35publiée le 2 novembre 2016Mutually enriching connections between ergodic theory and combinatorics - part 1
De Vitaly Bergelson
![Mutually enriching connections between ergodic theory and combinatorics - part 3]()
01:12:01publiée le 2 novembre 2016Mutually enriching connections between ergodic theory and combinatorics - part 3
De Vitaly Bergelson
![Mutually enriching connections between ergodic theory and combinatorics - part 4]()
01:01:00publiée le 2 novembre 2016Mutually enriching connections between ergodic theory and combinatorics - part 4
De Vitaly Bergelson
![Mutually enriching connections between ergodic theory and combinatorics - part 5]()
01:26:28publiée le 2 novembre 2016Mutually enriching connections between ergodic theory and combinatorics - part 5
De Vitaly Bergelson
![Mutually enriching connections between ergodic theory and combinatorics - part 6]()
01:30:32publiée le 2 novembre 2016Mutually enriching connections between ergodic theory and combinatorics - part 6
De Vitaly Bergelson
![Mutually enriching connections between ergodic theory and combinatorics - part 7]()
01:13:50publiée le 2 novembre 2016Mutually enriching connections between ergodic theory and combinatorics - part 7
De Vitaly Bergelson
![Mutually enriching connections between ergodic theory and combinatorics - part 8]()
58:41publiée le 2 novembre 2016Mutually enriching connections between ergodic theory and combinatorics - part 8
De Vitaly Bergelson
![A new continuum theory for incompressible swelling materials]()
01:10:22publiée le 26 juillet 2018A new continuum theory for incompressible swelling materials
De Pierre Degond
![Cohomological obstructions to local-global principles - lecture 1]()
01:19:29publiée le 21 mai 2019Cohomological obstructions to local-global principles - lecture 1
De Cyril Demarche
![Cohomological obstructions to local-global principles - lecture 2]()
01:14:07publiée le 21 mai 2019Cohomological obstructions to local-global principles - lecture 2
De Cyril Demarche
![Cohomological obstructions to local-global principles - lecture 3]()
01:17:29publiée le 21 mai 2019Cohomological obstructions to local-global principles - lecture 3
De Cyril Demarche
![Interactions of analytic number theory and geometry - lecture 2]()
01:18:09publiée le 21 mai 2019Interactions of analytic number theory and geometry - lecture 2
De Damaris Schindler
![Interactions of analytic number theory and geometry - lecture 3]()
01:15:24publiée le 21 mai 2019Interactions of analytic number theory and geometry - lecture 3
De Damaris Schindler
![Cohomological obstructions to local-global principles - lecture 4]()
01:14:39publiée le 21 mai 2019Cohomological obstructions to local-global principles - lecture 4
De Cyril Demarche
![Interactions of analytic number theory and geometry - lecture 4]()
01:07:32publiée le 21 mai 2019Interactions of analytic number theory and geometry - lecture 4
De Damaris Schindler
![Asymptotic methods for the study of oceanographic models - Lecture 1: model hierarchy]()
01:02:11publiée le 30 août 2019Asymptotic methods for the study of oceanographic models - Lecture 1: model hierarchy
De Anne-Laure Dalibard
![Asymptotic methods for the study of oceanographic models - Lecture 2: filtering methods]()
01:35:09publiée le 30 août 2019Asymptotic methods for the study of oceanographic models - Lecture 2: filtering methods
De Anne-Laure Dalibard
![Internal wave dynamics in the atmosphere, take-home messages - Lecture 3]()
01:12:35publiée le 30 août 2019Internal wave dynamics in the atmosphere, take-home messages - Lecture 3
De Rupert Klein
![Asymptotic methods for the study of oceanographic models - Lecture 3: boundary layer methods]()
01:33:00publiée le 30 août 2019Asymptotic methods for the study of oceanographic models - Lecture 3: boundary layer methods
De Anne-Laure Dalibard
![Stochastic modeling for population dynamics: simulation and inference - Part 1]()
01:41:31publiée le 21 février 2020Stochastic modeling for population dynamics: simulation and inference - Part 1
De Benoîte de Saporta
![Stochastic modeling for population dynamics: simulation and inference - Part 2]()
01:33:26publiée le 21 février 2020Stochastic modeling for population dynamics: simulation and inference - Part 2
De Benoîte de Saporta
![PDMPs and Integrals PDMPs in risk theory and QMC integration II]()
59:27publiée le 2 novembre 2020PDMPs and Integrals PDMPs in risk theory and QMC integration II
De Stefan Thonhauser
