Abstract. We provide a nine-valued logic to characterize the models of logic programs under a paraconsistent well-founded semantics with explicit negation WFSX p. We define a truth-functional logic, NINE, based on the bilattice construction of Ginsberg and Fitting. The models identified by WFSX p are models of logic NINE. We conclude with a discussion on the conditions to obtain an isomorphism between the two definitions, and thereby characterizing WFSX p model-theoretically.
AbstractIn this paper we define a new notion or truth on Herbrand interpretations extended with vari...
AbstractThe different semantics that can be assigned to a logic program correspond to different assu...
AbstractOver the years, the stable-model semantics has gained a position of the correct (two-valued)...
ISSN: 0924-3275In this paper we examine, from an abstract point of view, a number of properties to b...
We present a new paraconsistent approach to logic programming, called Quasi-classical (QC for short)...
AbstractWe propose a framework which extends Antitonic Logic Programs [Damásio and Pereira, in: Proc...
In this paper we present a paraconsistent abdutive semantics for extended normal logic programs, th...
Abstract. David Nelson’s constructive logics with strong negation may be viewed as alternative parac...
Abstract. In this paper we present a paraconsistent abdutive semantics for extended normal logic pro...
In order to enable logic programming to deal with the diversity of pervasive systems, where many he...
The purpose of this paper is mainly to give a model of paraconsistent logic satisfying the "Frege co...
This paper looks at logic programming with three kinds of negation: default, weak and strict negatio...
AbstractThe aim of this paper is to propose a logical and algebraic theory which seems well-suited t...
We present the valid model semantics, a new approach to providing semantics for logic programs with ...
In this paper we define a new notion or truth on Herbrand interpretations extended with variables wh...
AbstractIn this paper we define a new notion or truth on Herbrand interpretations extended with vari...
AbstractThe different semantics that can be assigned to a logic program correspond to different assu...
AbstractOver the years, the stable-model semantics has gained a position of the correct (two-valued)...
ISSN: 0924-3275In this paper we examine, from an abstract point of view, a number of properties to b...
We present a new paraconsistent approach to logic programming, called Quasi-classical (QC for short)...
AbstractWe propose a framework which extends Antitonic Logic Programs [Damásio and Pereira, in: Proc...
In this paper we present a paraconsistent abdutive semantics for extended normal logic programs, th...
Abstract. David Nelson’s constructive logics with strong negation may be viewed as alternative parac...
Abstract. In this paper we present a paraconsistent abdutive semantics for extended normal logic pro...
In order to enable logic programming to deal with the diversity of pervasive systems, where many he...
The purpose of this paper is mainly to give a model of paraconsistent logic satisfying the "Frege co...
This paper looks at logic programming with three kinds of negation: default, weak and strict negatio...
AbstractThe aim of this paper is to propose a logical and algebraic theory which seems well-suited t...
We present the valid model semantics, a new approach to providing semantics for logic programs with ...
In this paper we define a new notion or truth on Herbrand interpretations extended with variables wh...
AbstractIn this paper we define a new notion or truth on Herbrand interpretations extended with vari...
AbstractThe different semantics that can be assigned to a logic program correspond to different assu...
AbstractOver the years, the stable-model semantics has gained a position of the correct (two-valued)...