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
AbstractLocally stratified programs are a significant class of logic programs with negation for whic...
We investigate the structures and above all, the applications of a class of symmetric groups induced...
We begin by proving that the class of problems accepted by the program schemes of NPS is exactly the...
AbstractWe investigate the defining power of stratified and hierarchical logic programs. As an examp...
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...
AbstractThe default approach to the theory of logic programs (and deductive databases) is based on t...
It is argued that some symmetric structure in logic programs could be taken into account when implem...
The class of locally stratified logic programs is shown to be Π11-complete by the construction of a ...
AbstractOrder-sorted logic has been formalized as first-order logic with sorted terms where sorts ar...
We develop an extensional semantics for higher-order logic programs withnegation, generalizing the t...
Abstract. We argue that some symmetric structure in logic programs should be taken into account when...
Order-sorted logic has been formalized as first-order logic with sorted terms where sorts are ordere...
AbstractThe logic HiLog of Chen, Kifer, and Warren has a second order syntax, while its semantics is...
The ?_Dat calculus brings together the power of functional and declarative logic programming in one ...
AbstractLocally stratified programs are a significant class of logic programs with negation for whic...
We investigate the structures and above all, the applications of a class of symmetric groups induced...
We begin by proving that the class of problems accepted by the program schemes of NPS is exactly the...
AbstractWe investigate the defining power of stratified and hierarchical logic programs. As an examp...
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...
AbstractThe default approach to the theory of logic programs (and deductive databases) is based on t...
It is argued that some symmetric structure in logic programs could be taken into account when implem...
The class of locally stratified logic programs is shown to be Π11-complete by the construction of a ...
AbstractOrder-sorted logic has been formalized as first-order logic with sorted terms where sorts ar...
We develop an extensional semantics for higher-order logic programs withnegation, generalizing the t...
Abstract. We argue that some symmetric structure in logic programs should be taken into account when...
Order-sorted logic has been formalized as first-order logic with sorted terms where sorts are ordere...
AbstractThe logic HiLog of Chen, Kifer, and Warren has a second order syntax, while its semantics is...
The ?_Dat calculus brings together the power of functional and declarative logic programming in one ...
AbstractLocally stratified programs are a significant class of logic programs with negation for whic...
We investigate the structures and above all, the applications of a class of symmetric groups induced...
We begin by proving that the class of problems accepted by the program schemes of NPS is exactly the...