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The generation of a universal test set (UTS) for unate functions is used as a starting point. This test set is complete and minimal for the set of all unateness-preserving faults. However, for functions that are not unate in any variable, the UTS generated by this algorithm is the exhaustive set. An algorithm is presented that computes a good functional test set (GFTS) of reasonable size even f
functional test generation; unate function theory; unateness-preserving faults; good functional test set; random test sets; gate-level fault coverage; logic testing.

S. Soman and V. Pitchumani, "Functional Test Generation Based on Unate Function Theory," in IEEE Transactions on Computers, vol. 37, no. , pp. 756-760, 1988.
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