Abstract. Logic links philosophy with computer science and is the acknowledged foundation of information systems. Since the large scale proliferation of the internet and the world wide web, however, a rush of new technologies is avalanching, in many cases without much consideration of a solid foundation that would be up to par with the rigor of the traditional logic fundament. Philosophy may help to question established foundations, especially in times of technological breakthroughs that seem to override such foundations. In particular, the intolerance associated with the consistency requirements of classical logic begs question of its legitimacy, in the face of ubiquitous inconsistency in virtually all information systems of sizable extent...
This book is written as an introduction to annotated logics. It provides logical foundations for ann...
Paraconsistency is the study of logical systems with a non-explosive negation such that a pair of co...
Mathematical logic is a branch of mathematics that takes axiom systems and mathematical proofs as it...
This book presents some of the latest applications of new theories based on the concept of paraconsi...
Being an essentially multi-disciplinary field, Information Systems does not appear to be informed by...
Abstract. Classical logic predicts that everything (thus nothing useful at all) follows from inconsi...
Paraconsistent logics are logics which allow solid deductive reasoning under contradictions by offer...
Abstract: This article begins with a general and abstract definition of logic and, particularly, of ...
This paper updates and extends the work by Bunker, et al. (2004) that reviewed developments in the P...
This paper updates and extends the work by Bunker, et al. (2004) that reviewed developments in the P...
ISWC 2005 : 4th International Semantic Web Conference, ISWC 2005, Galway, Ireland, November 6-10, 20...
Abstract Paraconsistent logic formalizes reasoning from inconsistent information. The preservationis...
Paraconsistent logics are, by definition, inconsistency tolerant: In a paraconsistent logic, inconsi...
Abstract. Both a body of human knowledge and a knowledge/information system may be incomplete and in...
Information systems (IS) ironically has no real, long-standing, philosophical depth or roots in a ph...
This book is written as an introduction to annotated logics. It provides logical foundations for ann...
Paraconsistency is the study of logical systems with a non-explosive negation such that a pair of co...
Mathematical logic is a branch of mathematics that takes axiom systems and mathematical proofs as it...
This book presents some of the latest applications of new theories based on the concept of paraconsi...
Being an essentially multi-disciplinary field, Information Systems does not appear to be informed by...
Abstract. Classical logic predicts that everything (thus nothing useful at all) follows from inconsi...
Paraconsistent logics are logics which allow solid deductive reasoning under contradictions by offer...
Abstract: This article begins with a general and abstract definition of logic and, particularly, of ...
This paper updates and extends the work by Bunker, et al. (2004) that reviewed developments in the P...
This paper updates and extends the work by Bunker, et al. (2004) that reviewed developments in the P...
ISWC 2005 : 4th International Semantic Web Conference, ISWC 2005, Galway, Ireland, November 6-10, 20...
Abstract Paraconsistent logic formalizes reasoning from inconsistent information. The preservationis...
Paraconsistent logics are, by definition, inconsistency tolerant: In a paraconsistent logic, inconsi...
Abstract. Both a body of human knowledge and a knowledge/information system may be incomplete and in...
Information systems (IS) ironically has no real, long-standing, philosophical depth or roots in a ph...
This book is written as an introduction to annotated logics. It provides logical foundations for ann...
Paraconsistency is the study of logical systems with a non-explosive negation such that a pair of co...
Mathematical logic is a branch of mathematics that takes axiom systems and mathematical proofs as it...