AbstractWe investigate the defining power of stratified and hierarchical logic programs. As an example for the treatment of negative information in the context of these structured programs we also introduce a stratified and hierarchical closed-world assumption. Our analysis tries to relate the defining power of stratified and hierarchical programs (with and without an appropriate closed-world assumption) very precisely to notions and hierarchies in classical definability theory
We address the problem of interactively constructing models of a knowledge base expressed in logic. ...
AbstractWe introduce global SLS-resolution, a procedural semantics for well-founded negation as defi...
Abstract We study the notion of stratification, as used in subsystems of linear logic with low compl...
AbstractWe investigate the defining power of stratified and hierarchical logic programs. As an examp...
It is argued that some symmetric structure in logic programs could be taken into account when implem...
Abstract. We argue that some symmetric structure in logic programs should be taken into account when...
We investigate the structures and above all, the applications of a class of symmetric groups induced...
AbstractThe default approach to the theory of logic programs (and deductive databases) is based on t...
This paper completes an investigation of the logical expressibility of finite, locally stratified, g...
This paper completes an investigation of the logical expressibility of finite, locally stratified, g...
We introduce global SLS-resolution, a procedural semantics for well-founded negation as defined by V...
. We study the semantics of disjunctive logic programs that simultaneously contain multiple kinds of...
We introduce global SLS-resolution, a procedural semantics for well-founded negation as defined by V...
Order-sorted logic has been formalized as first-order logic with sorted terms where sorts are ordere...
AbstractOrder-sorted logic has been formalized as first-order logic with sorted terms where sorts ar...
We address the problem of interactively constructing models of a knowledge base expressed in logic. ...
AbstractWe introduce global SLS-resolution, a procedural semantics for well-founded negation as defi...
Abstract We study the notion of stratification, as used in subsystems of linear logic with low compl...
AbstractWe investigate the defining power of stratified and hierarchical logic programs. As an examp...
It is argued that some symmetric structure in logic programs could be taken into account when implem...
Abstract. We argue that some symmetric structure in logic programs should be taken into account when...
We investigate the structures and above all, the applications of a class of symmetric groups induced...
AbstractThe default approach to the theory of logic programs (and deductive databases) is based on t...
This paper completes an investigation of the logical expressibility of finite, locally stratified, g...
This paper completes an investigation of the logical expressibility of finite, locally stratified, g...
We introduce global SLS-resolution, a procedural semantics for well-founded negation as defined by V...
. We study the semantics of disjunctive logic programs that simultaneously contain multiple kinds of...
We introduce global SLS-resolution, a procedural semantics for well-founded negation as defined by V...
Order-sorted logic has been formalized as first-order logic with sorted terms where sorts are ordere...
AbstractOrder-sorted logic has been formalized as first-order logic with sorted terms where sorts ar...
We address the problem of interactively constructing models of a knowledge base expressed in logic. ...
AbstractWe introduce global SLS-resolution, a procedural semantics for well-founded negation as defi...
Abstract We study the notion of stratification, as used in subsystems of linear logic with low compl...