MIT Department of Mathematics
Maryna Viazovska - The Sphere Packing Problem, Simons Lecture Day 1
Maryna Viazovska - Random sphere packings with symmetries, Simons Lecture Day 2
Maryna Viazovska - Ideal lattice packings and subconvexity bounds, Simons Lecture Day 3
Thomas Vidick - Entanglement, error-correcting codes, and proofs, Simons Lecture Day 3
Thomas Vidick - Entanglement, interactive proofs, and approximability, Simons Lecture Day 2
Thomas Vidick - Some complexity challenges from quantum information Simons Lecture Day 1
Elon Lindenstrauss - Time change rigidity of unipotent flows, Simons Lecture Day 3
Elon Lindenstrauss - Rigidity of higher rank diagonalizable actions, Simons Lecture Day 2
Elon Lindenstrauss - Rigidity of unipotent flows and quantitative equidistribution, Simons Lec Day 1
Cynthia Dwork — Differential Privacy and the US Census, Day 1 Simons Lecture Series 2022
Lenka Zdeborova -- Inference, learning and optimization in complex landscapes II, Day 3, Simons Lect
Lenka Zdeborova - Inference, learning and optimization in complex landscapes I, Day 2, Simons Lectur
Lenka Zdeborova - Phase transitions in computational problems, Day 1, Simons Lectures April 2024
Alexander Barvinok — More examples from combinatorics and statistical physics, Day 2, Simons 2019
Cynthia Dwork -- Differential Privacy: Relaxations, Amplifications ... Day 2, Simons Lectures
Cynthia Dwork -- “The Defining Problem of AI and the Calculus of Inclusion” Day 3, Simons Lectures
Alexander Barvinok — How (and why) we compute really big polynomials, Day 1, Simons Lectures 2019
June Huh — Discrete convexity and continuous convexity: a tropical connection, Day 2 Simons Lectures
June Huh — The space of Lorentzian polynomials, Day 1 Simons Lecture Series April 29, 2019
June Huh — Hodge-Riemann relations for Potts model partition functions and other examples, Day 3
Alexander Barvinok — Computational complexity and physics: diverging paths? Day 3, Simons Lecture
Amplitude and Phase: First Order
Amplitude and Phase: Second Order II
Convolution: Accumulation
Damped Vibrations
Euler's Method
Fourier Coefficients
Isoclines
Phase Lines