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One of the crucial problems multi-level logic synthesis techniques for multi-output boolean functions f = (f1,…,f m ) : {0,1} n → {0,1} m have to deal with is finding sublogic which can be shared by different outputs, i.e., finding boolean functions α = (α1,…,α h ) : {0,1} p → {0,1} h which can be used as common sublogic of good realizations of f1,…,f m .

Efficient ROBDD based computation of common decomposition functions of multi-output boolean functions