Exploiting Functional Properties of Boolean Functions for Optimal Multi-Level Design by Bi-Decomposition

摘要

This paper introduces the theory of bi-decomposition of Boolean functions. This approach optimally exploits functional properties of a Boolean function in order to find an associated multilevel circuit representation having a very short delay by using simple two input gates. The machine learning process is based on the Boolean Differential Calculus and is focused on the aim of detecting the profitable functional properties availablefor the Boolean function.