Sld-resolution

Sld-resolution

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SLD resolution (Selective Linear Definite clause resolution) is the basic inference rule used in logic programming. It is a refinement of resolution, which is both?The SLD inference rule -?The origin of the name "SLD" -?The computational [PDF]SLD resolutioncosta.ls.fi.upm.es/~damiano/teaching/emcl/cl_08_09/slides/11sld.pdfCachedSimilarSLD resolution. Damiano Zanardini. UPM European Master in Computational Logic (EMCL). School of Computer Science. Technical University of Madrid.

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SLD-resolution. Introduction; Most general unifiers; SLD-resolution; Soundness; Completeness. Proof of A = refutation of ?A. ? : true (any valid formula); ? : false reasons to be explained later, it will be called the SLD-resolution principle. SLD-resolution is shown to be an instance of a more general notion involving the. SLD resolution. ? Resolution in Prolog based on definite clause logic. ? definite clauses: one atom in the head. ? Resolution strategy: which literal and which

Dec 13, 2006 - SLD-Resolution. • PROLOG by example. • Lists,. • slowsort. • built-in arithmetic and other useful operators. • Next time: negation and cut SLD Resolution. The term resolution in logic refers to a mechanical method for proving statements in first-order logic. It is applied to two clauses in a sentence, the what of the problem procedural knowledge: how the inference rules are applied to solve the problem definite clause logic. SLD-resolution refutation logic program: a finite set of Horn clauses. ? inference (interpretation) based on SLD-resolution. ? declarativness: the specification of a program is equal to the Two extensions of SLD resolution based on E-unification are presented, and rigorous completeness results are shown, including an analysis of the ground case

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