Analysis of Boolean Functions

by Ryan O'Donnell

Fall 2012 course at Carnegie Mellon

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Heroes
Acknowledgments

Contents

Book (64)
- All chapter sections (39)
- Chapter 1: Boolean functions and the Fourier expansion (8)
- Chapter 2: Basic concepts and social choice (9)
- Chapter 3: Spectral structure and learning (8)
- Chapter 4: DNF formulas and small-depth circuits (8)
- Chapter 5: Majority and threshold functions (9)
- Chapter 6: Pseudorandomness and ${\mathbb F}_2$-polynomials (8)
- Chapter 7: Property testing, PCPPs, and CSPs (7)
- Chapter 8: Generalized domains (5)
- Chapter notes (7)
- Chapter overview (8)
- Deleted scenes (1)
- Exercises (9)
CMU Online Course (23)
Simons Symposium (9)
Uncategorized (5)

Notation

For now I only have a pdf file:

Notation List (pdf)

Other Courses

Dinur & Friedgut @ Hebrew U
Hatami @ McGill
Kindler @ Weizmann
Mossel @ Berkeley
O'Donnell @ CMU
Regev @ ENS
Sanders @ Cambridge
van Melkebeek @ Wisconsin

Recent comments

Deepak: Cool! That all makes sense.
Ryan O'Donnell: Thanks on both!
Ryan O'Donnell: 1. Fixed, thanks 2. Fixed, thanks 3. For the first two occ...
Avishay Tal: Two small comments regarding the proof of theorem 16. - In ...
Deepak: A couple of small things: Ex. 42, under equation (2), \pi...
Ryan O'Donnell: Correct, thanks!
Tim Black: I think your $j$ should be an $i$ (or vice-versa) in the sen...

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