Articles under category:
Boolean Functions
Boolean Functions
| ToC Library Graduate Surveys 1 (2008) 20 pages A Brief Introduction to Fourier Analysis on the Boolean Cube by Ronald de Wolf | 
| Vol 20, Article 4 (pp 1-13)
    [Boolean Spec Issue] Influential Coalitions for Boolean Functions I: Constructions by Jean Bourgain, Jeff Kahn, and Gil Kalai | 
| Vol 17, Article 7 (pp 1-46)
    [APRX-RND19 Spec Issue] The Large-Error Approximate Degree of AC$^0$ by Mark Bun and Justin Thaler | 
| Vol 16, Article 9 (pp 1-12) On the Complexity of Computing a Random Boolean Function Over the Reals by Pavel Hrubeš | 
| Vol 15, Article 12 (pp 1-24) Outlaw Distributions and Locally Decodable Codes by Jop Briët, Zeev Dvir, and Sivakanth Gopi | 
| Vol 15, Article 11 (pp 1-13) Fourier Sparsity and Dimension by Swagato Sanyal | 
| Vol 15, Article 1 (pp 1-55) Testing $k$-Monotonicity: The Rise and Fall of Boolean Functions by Clément L. Canonne, Elena Grigorescu, Siyao Guo, Akash Kumar, and Karl Wimmer | 
| Vol 13, Article 7 (pp 1-18) A Communication Game Related to the Sensitivity Conjecture by Justin Gilmer, Michal Koucký, and Michael Saks | 
| Vol 12, Article 4 (pp 1-50) Majority is Stablest: Discrete and SoS by Anindya De, Elchanan Mossel, and Joe Neeman | 
| Vol 11, Article 16 (pp 403-412)
    [NOTE] Quantum Algorithm for Monotonicity Testing on the Hypercube by Aleksandrs Belovs and Eric Blais | 
| Vol 10, Article 3 (pp 55-75)
    [Boolean Spec Issue] Dimension-Free $L_2$ Maximal Inequality for Spherical Means in the Hypercube by Aram W. Harrow, Alexandra Kolla, and Leonard J. Schulman | 
| Vol 10, Article 2 (pp 27-53) A Regularity Lemma and Low-Weight Approximators for Low-Degree Polynomial Threshold Functions by Ilias Diakonikolas, Rocco A. Servedio, Li-Yang Tan, and Andrew Wan | 
| Vol 9, Article 29 (pp 889-896)
    [NOTE]
    [Boolean Spec Issue] Hypercontractivity Via the Entropy Method by Eric Blais and Li-Yang Tan | 
| Vol 9, Article 20 (pp 653-663) Approximating the AND-OR Tree by Alexander A. Sherstov | 
| Vol 9, Article 18 (pp 593-615)
    [Boolean Spec Issue] Making Polynomials Robust to Noise by Alexander A. Sherstov | 
| Vol 9, Article 17 (pp 587-592)
    [NOTE]
    [Boolean Spec Issue] A Monotone Function Given By a Low-Depth Decision Tree That Is Not an Approximate Junta by Daniel Kane | 
| Vol 7, Article 11 (pp 155-176) Distribution-Free Testing for Monomials with a Sublinear Number of Queries by Elya Dolev and Dana Ron | 
| Vol 7, Article 10 (pp 147-153)
    [NOTE] The Influence Lower Bound Via Query Elimination by Rahul Jain and Shengyu Zhang | 
| Vol 7, Article 6 (pp 75-99) Testing Linear-Invariant Non-Linear Properties by Arnab Bhattacharyya, Victor Chen, Madhu Sudan, and Ning Xie | 
| Vol 7, Article 4 (pp 45-48)
    [NOTE] Tight Bounds on the Average Sensitivity of k-CNF by Kazuyuki Amano | 
| Vol 6, Article 4 (pp 81-84)
    [NOTE] Decision Trees and Influence: an Inductive Proof of the OSSS Inequality by Homin K. Lee | 
| Vol 5, Article 13 (pp 257-282) Optimal Cryptographic Hardness of Learning Monotone Functions by Dana Dachman-Soled, Homin K. Lee, Tal Malkin, Rocco A. Servedio, Andrew Wan, and Hoeteck Wee | 
| Vol 5, Article 10 (pp 191-216) Distribution-Free Testing Lower Bound for Basic Boolean Functions by Dana Glasner and Rocco A. Servedio | 
