AbstractLocally stratified programs are a significant class of logic programs with negation for which both declarative and fixpoint semantics are well defined. Unfortunately in most cases recognizing local stratification is so hard a task that it has been conjectured that the problem is undecidable. Indeed, in this paper a formal proof of this undecidability is presented and rather general sufficient conditions for local stratification are introduced
Stratified least fixpoint logic, or SLFP, characterizes the expressibility of stratified logic progr...
We propose a set of transformation rules for constraint logic programs with negation. We assume that...
AbstractThe completion of a program introduced by Clark is important for giving a declarative semant...
AbstractLocally stratified programs are a significant class of logic programs with negation for whic...
The class of locally stratified logic programs is shown to be Π11-complete by the construction of a ...
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...
AbstractIn this paper we extend the concept of loop checking from positive programs (as described in...
AbstractWe introduce locally stratified Boolean grammars, a natural subclass of Boolean grammars wit...
Stratification conditions for logic programs aim to ensure a two-valued semantics by restricting the...
In this paper we extend the concept of loop checking from positive programs (as described in [1]) to...
We develop an extensional semantics for higher-order logic programs withnegation, generalizing the t...
AbstractIn this paper a new class of Datalog programs with negation called subsumption-stratified Da...
In this paper we present the class of general logic programs which has a special kind of stratificat...
Stratified least fixpoint logic, or SLFP, characterizes the expressibility of stratified logic progr...
We propose a set of transformation rules for constraint logic programs with negation. We assume that...
AbstractThe completion of a program introduced by Clark is important for giving a declarative semant...
AbstractLocally stratified programs are a significant class of logic programs with negation for whic...
The class of locally stratified logic programs is shown to be Π11-complete by the construction of a ...
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...
AbstractIn this paper we extend the concept of loop checking from positive programs (as described in...
AbstractWe introduce locally stratified Boolean grammars, a natural subclass of Boolean grammars wit...
Stratification conditions for logic programs aim to ensure a two-valued semantics by restricting the...
In this paper we extend the concept of loop checking from positive programs (as described in [1]) to...
We develop an extensional semantics for higher-order logic programs withnegation, generalizing the t...
AbstractIn this paper a new class of Datalog programs with negation called subsumption-stratified Da...
In this paper we present the class of general logic programs which has a special kind of stratificat...
Stratified least fixpoint logic, or SLFP, characterizes the expressibility of stratified logic progr...
We propose a set of transformation rules for constraint logic programs with negation. We assume that...
AbstractThe completion of a program introduced by Clark is important for giving a declarative semant...