We introduce global SLS-resolution, a procedural semantics for well-founded negation as defined by Van Gelder, Ross and Schlipf. Global SLS-resolution extends Przymusinski 's SLS-resolution, and may be applied to all programs, whether locally stratified or not. 1 Global SLS-resolution is defined in terms of global trees, a new data structure representing the dependence of goals on derived negative subgoals. We prove that global SLS-resolution is sound with respect to the well-founded semantics, and complete for non-floundering queries. While not effective in general, global SLS-resolution is effective for classes of "acyclic" programs, and can be augmented with a memoing device to be effective for all function-free programs. ...
AbstractWe prove the completeness of SLDNF resolution and negation as failure for stratified, normal...
We give a direct proof of the following theorem: if a goal Gσ is a logical consequence of the partia...
AbstractWe propose a new negation rule for logic programming which derives existentially closed nega...
AbstractWe introduce global SLS-resolution, a procedural semantics for well-founded negation as defi...
We introduce global SLS-resolution, a procedural semantics for well-founded negation as defined by V...
AbstractGlobal SLS resolution is an ideal procedural semantics for the well-founded semantics. We pr...
AbstractGlobal SLS-resolution is a well-known procedural semantics for top–down computation of queri...
We propose a new negation rule for logic programming which derives existentially closed negative lit...
Given a logic program P and a goal G, we introduce a notion which states when an SLD-tree for P [ fG...
AbstractThe SLDNF resolution (SLD resolution with negation as failure) is often restricted to yield ...
AbstractA general logic program is a set of rules that have both positive and negative subgoals. We ...
AbstractSLDNF-resolution is a standard operational semantics for negation as (finite) failure. For s...
The focus of the research is the semantics of logic programming. Concepts in the currently used sem...
AbstractFixed-order computation rules, used by Prolog and most deductive database systems, do not su...
AbstractThe default approach to the theory of logic programs (and deductive databases) is based on t...
AbstractWe prove the completeness of SLDNF resolution and negation as failure for stratified, normal...
We give a direct proof of the following theorem: if a goal Gσ is a logical consequence of the partia...
AbstractWe propose a new negation rule for logic programming which derives existentially closed nega...
AbstractWe introduce global SLS-resolution, a procedural semantics for well-founded negation as defi...
We introduce global SLS-resolution, a procedural semantics for well-founded negation as defined by V...
AbstractGlobal SLS resolution is an ideal procedural semantics for the well-founded semantics. We pr...
AbstractGlobal SLS-resolution is a well-known procedural semantics for top–down computation of queri...
We propose a new negation rule for logic programming which derives existentially closed negative lit...
Given a logic program P and a goal G, we introduce a notion which states when an SLD-tree for P [ fG...
AbstractThe SLDNF resolution (SLD resolution with negation as failure) is often restricted to yield ...
AbstractA general logic program is a set of rules that have both positive and negative subgoals. We ...
AbstractSLDNF-resolution is a standard operational semantics for negation as (finite) failure. For s...
The focus of the research is the semantics of logic programming. Concepts in the currently used sem...
AbstractFixed-order computation rules, used by Prolog and most deductive database systems, do not su...
AbstractThe default approach to the theory of logic programs (and deductive databases) is based on t...
AbstractWe prove the completeness of SLDNF resolution and negation as failure for stratified, normal...
We give a direct proof of the following theorem: if a goal Gσ is a logical consequence of the partia...
AbstractWe propose a new negation rule for logic programming which derives existentially closed nega...