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A 4n-lower bound on the monotone network complexity of a one-output boolean function
Information Processing Letters, 1984exaly
Walsh Spectrum of Monotone Boolean Functions
IEEE Transactions on Electromagnetic Compatibility, 1981exaly
Approximative evaluation of the height of the maximal upper zero of a monotone Boolean function
Mathematical Notes, 1991exaly
Identification of a monotone Boolean function with k “reasons” as a combinatorial search problem
Discrete Applied MathematicsDaniel T Nagy +2 more
exaly
Generating and identification of monotone boolean functions
Three algorithms, based on a matrix structure, are described here. First of them generates all monotone Boolean functions of n variables in lexicographic order. The second one determines the first (resp. the last) lexicographically minimal true (resp. maximal false) vector of an unknown function.openaire +1 more source