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Automatic finite unfolding using well-founded measures
1996
The Journal of Logic Programming
t> We elaborate on earlier work proposing general criteria to control unfolding during partial deduction of logic programs. We study several techniques relying on more general and more powerful well-founded orderings. In particular, we extend our framework to incorporate lexicographical priorities between argument positions in a goal. We show that this handles some remaining deficiencies in previous methods. We emphasize the development of fully automatic algorithms for finite unfolding,
doi:10.1016/0743-1066(95)00149-2
fatcat:wyub3vqhmbhszmamtvj3gq7ug4