Analysis of Boolean Functions at CMU - Additive Combinatorics
Offered By: Ryan O'Donnell via YouTube
Course Description
Overview
Explore additive combinatorics in this graduate-level lecture from Carnegie Mellon University's course on Analysis of Boolean Functions. Delve into key concepts such as subspace notation, cosets, Hamming balls, and the Fryman region conjecture. Learn about important theorems and their applications in boolean function analysis. Gain insights from Professor Ryan O'Donnell's expertise in this comprehensive 82-minute session, part of the Fall 2012 course series.
Syllabus
Intro
Notation
Subspace notation
Cosets
Subspaces
Hamming ball
Fryman region conjecture
Theorem
Taught by
Ryan O'Donnell
Related Courses
Graph Theory and Additive CombinatoricsMassachusetts Institute of Technology via MIT OpenCourseWare Associativity Testing - Ben Green
Institute for Advanced Study via YouTube The Selberg Sieve and Large Sieve - Lecture 1
International Centre for Theoretical Sciences via YouTube The Selberg Sieve - Lecture 1
International Centre for Theoretical Sciences via YouTube Basic Lower Bounds and Kneser's Theorem by David Grynkiewicz
International Centre for Theoretical Sciences via YouTube