Unsatisfiable concepts are a major cause for inconsistencies in Description Logics knowledge bases. Popular methods for repairing such concepts aim to remove or rewrite axioms to resolve the conflict by the original logics used. Under certain conditions, however, the structure and intention of the original axioms must be preserved in the knowledge base. This, in turn, requires changing the underlying logics for repair. In this paper, we show how Probabilistic Description Logics, a variant of Reiter’s default logics with Lehmann’s Lexicographical Entailment, can be used to resolve conflicts fully-automatically and receive a consistent knowledge base from which inferences can be drawn again
International audienceAn important issue that arises when querying description logic (DL) knowledge ...
We define a logic of default justifications that relies on operational semantics. One of the key fea...
Focusing on the Ontology Change problem, we consider an environment where Description Logics (DLs) a...
Abstract. Unsatisfiable concepts are a major cause for inconsistencies in Description Logics knowled...
Using a variant of Lehmann's Default Logics and Probabilistic Description Logics we recently present...
Errors in knowledge bases (KBs) written in a Description Logic (DL) are usually detected when reason...
The problem investigated is the identification within an input knowledge base of axioms which should...
Abstract The problem investigated is the identification within an input knowledge base of axioms whi...
The Web Ontology Languages define a rich machine readable language for knowledge representation on t...
Finding an appropriate semantics for task of updating an inconsistent knowledge base is a challengin...
Formal ontology provides axiomatizations of domain independent principles which, among other applica...
Exceptions play an important role in conceptualizing data, especially when new knowledge is introdu...
Reasoners can be used to derive implicit consequences from an ontology. Sometimes unwanted consequen...
Ontologies based on Description Logic (DL) represent general background knowledge in a terminology (...
Description logics belong to a family of knowledge representation formalisms that are widely used fo...
International audienceAn important issue that arises when querying description logic (DL) knowledge ...
We define a logic of default justifications that relies on operational semantics. One of the key fea...
Focusing on the Ontology Change problem, we consider an environment where Description Logics (DLs) a...
Abstract. Unsatisfiable concepts are a major cause for inconsistencies in Description Logics knowled...
Using a variant of Lehmann's Default Logics and Probabilistic Description Logics we recently present...
Errors in knowledge bases (KBs) written in a Description Logic (DL) are usually detected when reason...
The problem investigated is the identification within an input knowledge base of axioms which should...
Abstract The problem investigated is the identification within an input knowledge base of axioms whi...
The Web Ontology Languages define a rich machine readable language for knowledge representation on t...
Finding an appropriate semantics for task of updating an inconsistent knowledge base is a challengin...
Formal ontology provides axiomatizations of domain independent principles which, among other applica...
Exceptions play an important role in conceptualizing data, especially when new knowledge is introdu...
Reasoners can be used to derive implicit consequences from an ontology. Sometimes unwanted consequen...
Ontologies based on Description Logic (DL) represent general background knowledge in a terminology (...
Description logics belong to a family of knowledge representation formalisms that are widely used fo...
International audienceAn important issue that arises when querying description logic (DL) knowledge ...
We define a logic of default justifications that relies on operational semantics. One of the key fea...
Focusing on the Ontology Change problem, we consider an environment where Description Logics (DLs) a...