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09 - Convergences de spectres et notes fondamentales : Travaux de Haagerup–Thorbjørnsen sur la convergence spectrale forte des matrices gaussiennes II
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08 - Convergences de spectres et notes fondamentales : Travaux de Haagerup–Thorbjørnsen sur la convergence spectrale forte des matrices gaussiennes
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07 - Convergences de spectres et notes fondamentales : La méthode polynomiale
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06 - Convergences de spectres et notes fondamentales : Convergence spectrale forte : fin de la preuve de Friedman, introduction à la méthode polynomiale. Travaux de Haagerup–Thorbjørnsen pour les matrices gaussiennes
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05 - Convergences de spectres et notes fondamentales : Convergence spectrale forte : preuve de Friedman de la conjecture d'Alon II
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04 - Convergences de spectres et notes fondamentales : Convergence spectrale forte : preuve de Friedman de la conjecture d'Alon
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03 - Convergences de spectres et notes fondamentales : Convergence au sens de Benjamini et Schramm
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02 - Convergences de spectres et notes fondamentales : Notions de convergences géométriques et spectrales II
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01 - Convergences de spectres et notes fondamentales : Notions de convergences géométriques et spectrales I
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Colloque - Géométries aléatoires et applications - Yilin Wang : The Brownian Loop Measure on Riemann Surfaces and Applications to Length Spectra
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Colloque - Géométries aléatoires et applications - Jérémie Bouttier : Sur l'énumération des cartes à bords géodésiques On the Enumeration of Maps with Geodesic Boundaries
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Colloque - Géométries aléatoires et applications - Thierry Lévy : Volume de l'espace des modules de connexions plates, d'après Witten Volume of the Moduli Space of Flat Connections, After Witten
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Colloque - Géométries aléatoires et applications - Bertrand Eynard : Les géometries aléatoires dans le miroir de la géometrie algébrique Random Geometry in the Mirror of Algebraic Geometry
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Colloque - Géométries aléatoires et applications - Adrien Sauvaget : Constantes de Siegel-Veech des surfaces de translation
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Colloque - Géométries aléatoires et applications - Agnès Desolneux : Modèles d'images aléatoires et applications en mammographie digitale
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Colloque - Géométries aléatoires et applications - Anne Estrade : Géométrie des excursions de champs aléatoires réguliers et inférence statistique
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Colloque - Géométries aléatoires et applications - François Baccelli : Sur les graphes aléatoires unimodulaires
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Colloque - Géométries aléatoires et applications - Pierre Calka : Gros plan sur la géométrie aléatoire convexe
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09 - Spectre des surfaces hyperboliques aléatoires : Trou spectral des surfaces aléatoire
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08 - Spectre des surfaces hyperboliques aléatoires : Fonctions de Friedman-Ramanujan
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07 - Spectre des surfaces hyperboliques aléatoires : Fonctions « volume » pour des courbes quelconques
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05 - Spectre des surfaces hyperboliques aléatoires : Fonctions « volume » pour des courbes simples
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04 - Spectre des surfaces hyperboliques aléatoires : Récursion topologique et conséquences (suite)
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03 - Spectre des surfaces hyperboliques aléatoires : Récursion topologique et conséquences
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02 - Spectre des surfaces hyperboliques aléatoires : Formules d'intégration de Mirzakhani
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01 - Spectre des surfaces hyperboliques aléatoires : Modèles de surfaces hyperboliques aléatoires
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Séminaire - Spectres en géométrie hyperbolique : Du flot géodésique à l'équation des ondes sur une variété Anosov
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08 - Spectres de graphes et de surfaces : Trou spectral optimal des graphes réguliers aléatoires, d'après J. Friedman (II)
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Séminaire - Spectres en géométrie hyperbolique : Low-Temperature Quantum Bounds on Curved Manifolds
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07 - Spectres de graphes et de surfaces : Trou spectral optimal des graphes réguliers aléatoires, d'après J. Friedman (I)
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Séminaire - Spectres en géométrie hyperbolique : Résonances de Ruelle pour le flot géodésique sur des variétés non compactes
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06 - Spectres de graphes et de surfaces : Valeur en 0 des séries de Poincaré des surfaces et des graphes
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Séminaire - Spectres en géométrie hyperbolique : Poincaré Series and Convex Bodies on Flat Tori
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06 - Spectres de graphes et de surfaces : Régularité des états résonants d'une surface hyperbolique compacte
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Séminaire - Spectres en géométrie hyperbolique : Projecteurs spectraux sur les surfaces hyperboliques
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05 - Spectres de graphes et de surfaces : Spectre du laplacien et décroissance des corrélations du flot géodésique sur les surfaces hyperboliques (II)
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Séminaire - Spectres en géométrie hyperbolique : Determinants of Laplacians and Random Surfaces
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04 - Spectres de graphes et de surfaces : Spectre du laplacien et décroissance des corrélations du flot géodésique sur les surfaces hyperboliques (I)
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Séminaire - Spectres en géométrie hyperbolique : Circuit QED Lattices: From Synthetic Quantum Systems to Spectral Graph Theory
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03 - Spectres de graphes et de surfaces : Graphes réguliers : spectre du laplacien et décroissance des corrélations du flot géodesique (2)
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Séminaire - Spectres en géométrie hyperbolique : Prescribing the Spectra of Cubic Graphs
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02 - Spectres de graphes et de surfaces : Graphes réguliers : spectre du laplacien et décroissance des corrélations du flot géodésique (1)
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Séminaire - Spectres en géométrie hyperbolique : Curves, Surfaces and Intersection
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01 - Spectres de graphes et de surfaces
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Séminaire - Ergodicité et thermalisation des fonctions propres : From Unitary Dynamics to Statistical Mechanics in Isolated Quantum Systems
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10 - Principes d'incertitude entropique et fractal : Ergodicité quantique sur les grands graphes III
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Séminaire - Ergodicité et thermalisation des fonctions propres : Mobility Edge of Lévy Matrices
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09 - Principes d'incertitude entropique et fractal : Ergodicité quantique sur les grands graphes II
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Séminaire - Ergodicité et thermalisation des fonctions propres : Exactly Solved Models of Many-Body Quantum Chaos
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08 - Principes d'incertitude entropique et fractal : Ergodicité quantique sur les grands graphes I
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Séminaire - Ergodicité et thermalisation des fonctions propres : Quantum Unique Ergodicity and Random Matrices, an Introduction
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07 - Principes d'incertitude entropique et fractal : application à l'ergodicité quantique II
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06 - Principes d'incertitude entropique et fractal : application à l'ergodicité quantique I (2)
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05 - Principes d'incertitude entropique et fractal : application à l'ergodicité quantique I (1)
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Séminaire - Ergodicité et thermalisation des fonctions propres : Fractal Uncertainty Principle
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04 - Ergodicité et thermalisation des fonctions propres : Entropie et support des mesures semiclassiques
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Séminaire - Ergodicité et thermalisation des fonctions propres : Rank-Uniform Local Law and Quantum Unique Ergodicity for Wigner Matrices
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03 - Ergodicité et thermalisation des fonctions propres : Entropie des fonctions propres en courbure négative
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Séminaire - Ergodicité et thermalisation des fonctions propres : Techniques semiclassiques en dimension infinie
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02 - Ergodicité et thermalisation des fonctions propres : Le théorème d'ergodicité quantique
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Séminaire - Ergodicité et thermalisation des fonctions propres : Eigenstate Thermalization Hypothesis – From Interacting Qubits to Quantum Field Theory
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01 - Ergodicité et thermalisation des fonctions propres : Introduction au chaos quantique
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Leçon inaugurale - Nalini Anantharaman : Histoires de spectres
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