Terence Tao: Higher Fourier uniformity of arithmetic functions in all or almost all short intervals Published 2022-09-27 Download video MP4 360p Recommendations 34:57 Sandro Bettin: On quantum modular forms of non-zero weight 1:05:04 Terence Tao: Nilsequences and the Primes, UCLA 1:01:28 Terence Tao: The circle method from the perspective of higher order Fourier analysis 21:13 Particle Physics - Feynman Diagrams 1:54:08 Steven Strogatz: In and out of love with math | 3b1b podcast #3 20:15 MAGNUS IS PERFECTION!! 1:00:00 The Psychology of Animals 1:01:37 Peter Pivovarov: How to prove isoperimetric inequalities by random sampling 10:55 GM LEVY BACK IN ACTION!!! 11:07 James Webb Telescope Just Observed Urban Lights 7 Billion Km from Earth 11:00 Immanuel Kant and the Rise of Postmodern Thought 27:23 Vedanta EXPLAINED in 27 minutes | Does The Mind Really Exist? | “Who Am I?”| Swami Sarvapriyananda 14:22 10 Powerful Life Lessons from Albert Camus You Need to Hear 31:35 Chosen One, The Sad Truth Behind Your Loneliness Similar videos 1:09:39 Gowers Uniformity of Arithmetic Functions in Short Intervals - Joni Teräväinen 55:02 Terence Tao: Approximants for classical arithmetic functions 59:02 Terence Tao "Correlations of Multiplicative Functions" 1:45:03 Some standard limits (from Analysis I by T. Tao) 1:12:09 Terry Tao 15 April 2020 50:28 Joni Teräväinen (Oxford): Gowers uniformity of the Möbius function in short intervals 51:55 Joni Teräväinen: Short exponential sums of the primes (NTWS 126) 1:40:25 Ordering the reals (from Analysis I by T. Tao) (Part 3) 1:03:15 Terence Tao (UCLA): Pseudorandomness of the Liouville function 47:04 Xuancheng Shao (Kentucky): Gowers uniformity of primes in arithmetic progressions 34:56 Joni Teräväinen "Uniformity of the Möbius Function in Short Intervals" 00:35 Education & Research Award Finalist 2022 | Professor Terence Tao 53:39 Terence Tao (UCLA) / The Erdős discrepancy problem / 2017-06-15 More results