Nalini AnantharamanGéométrie spectraleCollège de FranceAnnée 2025-2026Colloque - Géométrie et spectre des grands objets - Ramon van Handel : The Polynomial MethodRamon van HandelPrinceton UniversityThe polynomial method is a recent approach for establishing optimal spectral gaps that has led to new progress on various problems surrounding spectral gaps of random graphs and hyperbolic surfaces, and strong convergence of group representations. My aim in this talk is to explain in a general setting how and why this method works.
Podzilla Summary coming soon
Sign up to get notified when the full AI-powered summary is ready.
Free forever for up to 3 podcasts. No credit card required.
Colloque - Géométrie et spectre des grands objets - Michael Magee : Strong Convergence of Unitary Representations
Colloque - Géométrie et spectre des grands objets - Jean Raimbault : A Priori Bounds for the Homology of Arithmetic Manifolds
Colloque - Géométrie et spectre des grands objets - Alice Guionnet : About Non-Commutative Entropy and Topology
Colloque - Géométrie et spectre des grands objets - Bram Petri : Bass Notes of Closed Arithmetic Hyperbolic Surfaces
Free AI-powered recaps of Géométrie spectrale - Nalini Anantharaman and your other favorite podcasts, delivered to your inbox.
Free forever for up to 3 podcasts. No credit card required.