Analysis of Boolean functions is a field of study in mathematics and computer science that focuses on the properties and behaviors of Boolean functions, which are functions that take binary inputs (typically 0s and 1s) and produce binary outputs. This area of analysis is particularly useful in theoretical computer science, combinatorics, and various applications in machine learning, economics, and social choice theory.
Articles by others on the same topic
Analysis of Boolean functions studies real-valued functions on a Boolean hypercube using Fourier analysis, probability theory, and combinatorics.