© 2016 ACM. In the past, compelling arguments in favour of the well-founded semantics for autoepistemic logic have been presented. In this article, we show that for certain classes of theories, this semantics fails to identify the unique intended model. We solve this problem by refining the well-founded semantics. We develop our work in approximation fixpoint theory, an abstract algebraical study of semantics of nonmonotonic logics. As such, our results also apply to logic programming, default logic, Dung's argumentation frameworks, and abstract dialectical frameworks.status: publishe
In this paper we propose the minimal well-founded semantics for logic programs with negation based o...
AbstractWe present an abstract framework for default reasoning, which includes Theorist, default log...
We present {\em Approximation theory}, an extension of Tarski's least fixpoint theory for nonmonoton...
Approximation theory is a fixpoint theory of general (monotone and non-monotone) operators which gen...
Abstract. Approximation theory is a fixpoint theory of general (monotone and non-monotone) operators...
In the field of knowledge representation and reasoning, many different logics are developed. Often, ...
We revisit the issue of epistemological and semantic foundations for autoepistemic and default logic...
AbstractWe revisit the issue of epistemological and semantic foundations for autoepistemic and defau...
Approximation Fixpoint Theory was developed as a fixpoint theory of lattice operators that provides ...
Algebraical fixpoint theory is an invaluable instrument for studying semantics of logics. For exampl...
Algebraical fixpoint theory is an invaluable instrument for studying semantics of logics. For exampl...
© 2015 Cambridge University Press. Recent advances in knowledge compilation introduced techniques to...
In the field of knowledge representation and reasoning, many different logics are developed. Often, ...
We study the transformation of "predicate introduction" in non-monotonic logics. By this, we mean th...
The nonmonotonic logic called Autoepistemic Logic is shown to be representable in a monotonic Modal...
In this paper we propose the minimal well-founded semantics for logic programs with negation based o...
AbstractWe present an abstract framework for default reasoning, which includes Theorist, default log...
We present {\em Approximation theory}, an extension of Tarski's least fixpoint theory for nonmonoton...
Approximation theory is a fixpoint theory of general (monotone and non-monotone) operators which gen...
Abstract. Approximation theory is a fixpoint theory of general (monotone and non-monotone) operators...
In the field of knowledge representation and reasoning, many different logics are developed. Often, ...
We revisit the issue of epistemological and semantic foundations for autoepistemic and default logic...
AbstractWe revisit the issue of epistemological and semantic foundations for autoepistemic and defau...
Approximation Fixpoint Theory was developed as a fixpoint theory of lattice operators that provides ...
Algebraical fixpoint theory is an invaluable instrument for studying semantics of logics. For exampl...
Algebraical fixpoint theory is an invaluable instrument for studying semantics of logics. For exampl...
© 2015 Cambridge University Press. Recent advances in knowledge compilation introduced techniques to...
In the field of knowledge representation and reasoning, many different logics are developed. Often, ...
We study the transformation of "predicate introduction" in non-monotonic logics. By this, we mean th...
The nonmonotonic logic called Autoepistemic Logic is shown to be representable in a monotonic Modal...
In this paper we propose the minimal well-founded semantics for logic programs with negation based o...
AbstractWe present an abstract framework for default reasoning, which includes Theorist, default log...
We present {\em Approximation theory}, an extension of Tarski's least fixpoint theory for nonmonoton...