Complete logic programs augmented with the domain-closure axiom are proposed as the reference theory for logic programming with negation as failure. An inference rule corresponding to “proof by case analysis” is proved correct within this framework.
D. Complete logic programs augmented with the domain-closure axiom are proposed as the reference theory for logic programming with negation as failure.
This work adapts the idea of elimination of negation introduced in [17] for Horn logic to a fragment of higher-order HHF to isolate a set of programs where ...
Title, Complete Logic Programs with Domain-Closure Axiom ; Publication Type, Journal Article ; Year of Publication, 1988 ; Authors, Mancarella, P, Martini, S, ...
Automatic mode inference for logic programs · Author Picture Saumya K. Debray ... Complete logic programs with domain-closure axiom · Author Picture Paolo ...
Paolo Mancarella, Simone Martini, Dino Pedreschi: Complete Logic Programs with Domain-Closure Axiom. 263-276 BibTeX. Volume 5, Number 4, December 1988. Marc ...
The domain closure axiom cannot be expressed in FO but requires second-order logic or inductive definitions. More discussion is beyond the scope of this article ...
The goal of a domain closure axiom is to force any model of the above rule to make h true for the whole universe. First, notice that the weaker requirement that.
An axiom specifying that calculus, computer science, and history are each courses: (x)CALCULUS(x) k/CS(x) V HISTORY(x) D COURSE(x). Axioms specifying the ...
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Sep 1, 2021 · First order formulas are written with the only logical symbols →,∀,⊥,>. The symbols ¬,∧,∨,↔,∃ are defined with them in the usual way. Given a ...