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Description logics (DLs) have a long tradition in computer science and knowledge representation, being designed so that domain knowledge can be described and so that computers can reason about this knowledge. DLs have recently gained increased importance since they form the logical basis of widely used ontology languages, in particular the web ontology language OWL. Written by four renowned experts, this is the first textbook on description logics. It is suitable for self-study by graduates and as the basis for a university course. Starting from a basic DL, the book introduces the reader to their syntax, semantics, reasoning problems and model theory and discusses the computational complexity of these reasoning problems and algorithms to solve them. It then explores a variety of reasoning techniques, knowledge-based applications and tools and it describes the relationship between DLs and OWL.-- |
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Baader, Franz 1959- VerfasserIn (DE-588)131845098 (DE-627)515800325 (DE-576)298790033 aut, An introduction to description logic Franz Baader (Technische Universität, Dresden), Ian Horrocks (University of Oxford), Carsten Lutz (Universität Bremen), Uli Sattler (University of Manchester), Description logic, First published, Cambridge New York Port Melbourne Delhi Singapore Cambridge University Press 2017, vii, 255 Seiten Diagramme 23 cm (paperback), Text txt rdacontent, ohne Hilfsmittel zu benutzen n rdamedia, Band nc rdacarrier, Literaturverzeichnis: Seite 234-251, Description logics (DLs) have a long tradition in computer science and knowledge representation, being designed so that domain knowledge can be described and so that computers can reason about this knowledge. DLs have recently gained increased importance since they form the logical basis of widely used ontology languages, in particular the web ontology language OWL. Written by four renowned experts, this is the first textbook on description logics. It is suitable for self-study by graduates and as the basis for a university course. Starting from a basic DL, the book introduces the reader to their syntax, semantics, reasoning problems and model theory and discusses the computational complexity of these reasoning problems and algorithms to solve them. It then explores a variety of reasoning techniques, knowledge-based applications and tools and it describes the relationship between DLs and OWL.--, Description logics Textbooks, Knowledge representation (Information theory), Conceptual structures (Information theory), s (DE-588)4359506-6 (DE-627)181303655 (DE-576)211614815 Terminologische Logik gnd, DE-101, (DE-627), Horrocks, Ian VerfasserIn (DE-588)1136289895 (DE-627)892519320 (DE-576)490397336 aut, Lutz, Carsten 1971- VerfasserIn (DE-588)134037901 (DE-627)559880022 (DE-576)30027064X aut, Sattler, Ulrike 1966- VerfasserIn (DE-588)121392244 (DE-627)705429288 (DE-576)179887084 aut, Erscheint auch als Online-Ausgabe Baader, Franz, 1959 - An introduction to description logic Cambridge : Cambridge University Press, 2017 1 Online-Ressource (viii, 255 Seiten) (DE-627)165803936X (DE-576)488578825 9781139025355, Erscheint auch als Online-Ausgabe Baader, Franz An introduction to description logic Cambridge : Cambridge University Press, 2017 1 online resource (vii, 255 pages) (DE-627)894033387 (DE-576)512416168 9780521873611 9780521695428 9781139025355, https://www.gbv.de/dms/tib-ub-hannover/883936666.pdf V:DE-601 B:DE-89 pdf/application 2019-10-01 Verlag Inhaltsverzeichnis Inhaltsverzeichnis, https://zbmath.org/?q=an:1373.68002 B:ZBM 2021-04-12 Verlag Zentralblatt MATH Inhaltstext, DE-14 epn:3261216247 2017-06-14T15:59:52Z, DE-15 epn:4112612915 2022-05-11T13:57:38Z, DE-Zi4 epn:3261216492 2018-09-27T14:38:58Z |
spellingShingle |
Baader, Franz, Horrocks, Ian, Lutz, Carsten, Sattler, Ulrike, An introduction to description logic, Description logics (DLs) have a long tradition in computer science and knowledge representation, being designed so that domain knowledge can be described and so that computers can reason about this knowledge. DLs have recently gained increased importance since they form the logical basis of widely used ontology languages, in particular the web ontology language OWL. Written by four renowned experts, this is the first textbook on description logics. It is suitable for self-study by graduates and as the basis for a university course. Starting from a basic DL, the book introduces the reader to their syntax, semantics, reasoning problems and model theory and discusses the computational complexity of these reasoning problems and algorithms to solve them. It then explores a variety of reasoning techniques, knowledge-based applications and tools and it describes the relationship between DLs and OWL.--, Description logics Textbooks, Knowledge representation (Information theory), Conceptual structures (Information theory), Terminologische Logik |
swb_id_str |
488578833 |
title |
An introduction to description logic |
title_alt |
Description logic |
title_auth |
An introduction to description logic |
title_full |
An introduction to description logic Franz Baader (Technische Universität, Dresden), Ian Horrocks (University of Oxford), Carsten Lutz (Universität Bremen), Uli Sattler (University of Manchester) |
title_fullStr |
An introduction to description logic Franz Baader (Technische Universität, Dresden), Ian Horrocks (University of Oxford), Carsten Lutz (Universität Bremen), Uli Sattler (University of Manchester) |
title_full_unstemmed |
An introduction to description logic Franz Baader (Technische Universität, Dresden), Ian Horrocks (University of Oxford), Carsten Lutz (Universität Bremen), Uli Sattler (University of Manchester) |
title_short |
An introduction to description logic |
title_sort |
an introduction to description logic |
title_unstemmed |
An introduction to description logic |
topic |
Description logics Textbooks, Knowledge representation (Information theory), Conceptual structures (Information theory), Terminologische Logik |
topic_facet |
Description logics, Knowledge representation (Information theory), Conceptual structures (Information theory), Terminologische Logik |
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