Reed-Muller expansion

Reed-Muller expansion is a mathematical method used to represent boolean functions—those that output true or false—in a compact, structured way. It breaks down complex logical expressions into a sum (or sum of products) of simpler components, like combining basic building blocks. This approach makes it easier to analyze, optimize, and implement logical circuits, especially in digital electronics and coding theory. Essentially, Reed-Muller expansion reveals the underlying structure of a boolean function, facilitating efficient computation and simplification in various digital applications.