ISWC 2010 Workshop Uncertainty Reasoning for the Semantic Web

Fernando Bobillo, Rommel N. Carvalho, Paulo Cesar G. da Costa, Claudia d'Amato, Nicola Fanizzi, Kathryn B. Laskey, Kenneth J. Laskey, Thomas Lukasiewicz, Trevor Martin, Matthias Nickles, Michael Pool (Eds.): Proceedings of the 6th International Workshop on Uncertainty Reasoning for the Semantic Web (URSW 2010), collocated with the 9th International Semantic Web Conference (ISWC-2010), Shanghai, China, November 7, 2010. CEUR Workshop Proceedings 654 CEUR-WS.org 2010

Technical Papers

Yuncheng Jiang:
Description Logics over Multisets. 1-12
Yining Wu:
Transforming Fuzzy Description Logic ALCFL into Classical Description Logic ALCH. 13-24
Saminda Abeyruwan, Ubbo Visser, Vance P. Lemmon, Stephan C. Schürer:
PrOntoLearn: Unsupervised Lexico-Semantic Ontology Generation using Probabilistic Methods. 25-36
B. R. Kuldeep Reddy, P. Sreenivasa Kumar:
Efficient approximate SPARQL querying of Web of Linked Data. 37-48
José Eduardo Ochoa Luna, Kate Revoredo, Fabio Gagliardi Cozman:
Semantic Query Extension through Probabilistic Description Logics. 49-60
Fernando Bobillo, Umberto Straccia:
Finite Fuzzy Description Logics: A Crisp Representation for Finite Fuzzy ALCH. 61-72
Rommel N. Carvalho, Kathryn B. Laskey, Paulo Cesar G. da Costa:
PR-OWL 2.0 - Bridging the gap to OWL semantics. 73-84
José Eduardo Ochoa Luna, Kate Revoredo, Fabio Gagliardi Cozman:
Learning Sentences and Assessments in Probabilistic Description Logics. 85-96

Tomasz Wiktor Wlodarczyk, Martin J. O'Connor, Chunming Rong, Mark A. Musen:
SWRL-F - A Fuzzy Logic Extension of the Semantic Web Rule Language. 97-100
Henrique Viana, Thiago Alves, João Alcântara, Ana Teresa C. Martins:
A Tractable Paraconsistent Fuzzy Description Logic. 101-104
Thomas Scharrenbach, Claudia d'Amato, Nicola Fanizzi, Rolf Grütter, Bettina Waldvogel, Abraham Bernstein:
Default Logics for Plausible Reasoning with Controversial Axioms. 105-108
Fernando Bobillo, Miguel Delgado:
Tractability of the Crisp Representations of Tractable Fuzzy Description Logics. 109-112

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