Gergely Ambrus: Cube sections, Eulerian numbers and the Laplace-Pólya integral Published 2024-04-01 Download video MP4 360p Download video MP4 720p Recommendations 40:04 Martin Suderland: A variant of backwards analysis applicable to order-dependent sets 43:59 Kien Huynh: Sweeping a Polygonal Domain with a Variable Length Line Segment 22:44 An Introduction to Curvilinear Coordinates in Differential Geometry 08:09 Untouchable Numbers - Numberphile 31:18 The Story of Shor's Algorithm, Straight From the Source | Peter Shor 19:33 Feynman’s Integration Technique is Overpowered… 56:23 Chris Bishop: Optimal triangulation of polygons 08:47 How to Start a Speech 1:19:11 iPhone 1 - Steve Jobs MacWorld keynote in 2007 - Full Presentation, 80 mins 51:45 Jie Gao: Differentially Private Range Query on Shortest Paths 44:31 Lie algebras visualized: why are they defined like that? Why Jacobi identity? 45:04 Why There's 'No' Quintic Formula (proof without Galois theory) 47:10 Why don't they teach Newton's calculus of 'What comes next?' 51:12 Jürgen Richter-Gebert: The Surprising Flexibility of the 21_4 Configuration (and Its Relatives) 19:52 Rust Functions Are Weird (But Be Glad) 33:38 Zero Knowledge Proof (with Avi Wigderson) - Numberphile 17:42 Twin Prime Conjecture - Numberphile 16:34 Deriving the Dirac Equation 37:03 Something Strange Happens When You Follow Einstein's Math 14:45 Galois Theory Explained Simply