Peter Sarnak, Summation formulae in spectral theory and number theory [2021] Published 2021-02-08 Download video MP4 360p Recommendations 59:01 Barry Mazur "A Lecture on Primes and the Riemann Hypothesis" [2014] 1:18:56 Random Matrix Theory and the Riemann Zeta-Function - 20.04.2022 1:14:39 Fractran: A Ridiculous Logical Language with John Conway [2012] 21:57 What is Lie theory? Here is the big picture. | Lie groups, algebras, brackets #3 1:08:49 Andrew Granville - 1/3 The pretentious approach to analytic number theory 54:18 Henri Cohen - Introduction to asymptotics of number fields... [2011] 48:16 Enrico Bombieri - Prime Numbers from Eratosthenes to Selberg [2008] 56:45 Robert Langlands, Problems in the theory of automorphic forms: 45 years later (1/3) [2014] 49:24 Math466 Fall2017 Lec09 FourierTransformAndPoissonSummation 51:47 CTNT 2018 - "L-functions and the Riemann Hypothesis" (Lecture 2) by Keith Conrad 1:14:32 Tangles, Bangles and Knots with John Conway [2012] 28:33 What is the Riemann Hypothesis REALLY about? 42:01 Sir Michael Atiyah | The Riemann Hypothesis | 2018 55:27 Finding L-Functions out of Nothing - David Farmer [2011] 1:27:26 Complexity and Gravity - Leonard Susskind 1:24:21 L-functions in the theory of numbers by Ritabrata Munshi 1:05:42 The Ramanujan Conjecture and some diophantine equations - Peter Sarnak 1:28:31 Quantum Field Theory and Entanglement - Edward Witten 10:14 Elliptic Curves and Modular Forms | The Proof of Fermat’s Last Theorem Similar videos 1:15:55 Peter Sarnak - Patterns in Number Theory - Misleading or True? - SUMS 2021 Math and Illusion 49:31 Number Theory, Symmetry and Zeta Functions - Peter Sarnak 1:03:01 Spectra of metric graphs and crystalline measures - Peter Sarnak 40:19 Analysis, Spectra, and Number Theory - Discussion Session 49:22 Vitaly Bergelson: A "soft" dynamical approach to the Prime Number Theorem and [...] (NTWS 073) 51:55 Joni Teräväinen: Short exponential sums of the primes (NTWS 126) 28:01 Journey into Number Theory: Chapter 1: Section 1 1:35:27 Introduction to Spectral Geometry 23: Selberg trace formula I 1:02:51 Math Encounters: Navigating with Golden Rotations — P. Sarnak on November 3, 2021 54:47 A Deterministic Sample of Bourgain’s Work - Peter Sarnak and Avi Wigderson 43:01 Peter Sarnak - Randomness in Number Theory [Mahler Lectures 2011] 1:03:37 Keating 1:25:32 Commutators in SL_2 and Markoff Surfaces - Peter Sarnak More results