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Pseudo-Boolean valued prolog
Authors:Melvin Fitting
Affiliation:(1) Department of Mathematics and Computer Science, Herbert H. Lehman College (CUNY), 10468 Bronx, New York
Abstract:A generalization of conventional Horn clause logic programming is proposed in which the space of truth values is a pseudo-Boolean or Heyting algebra, whose members may be thought of as evidences for propositions. A minimal model and an operational semantics is presented, and their equivalence is proved, thus generalizing the classic work of Van Emden and Kowalski.Research supported by PSC-CUNY Grants 666396, 667295 and NSF Grant CCR-8702307.
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