Abstract
The application of semantic technologies in a corporation sometimes requires modelling specialized ontologies under the requirements imposed by the corporate setting. Often a proof of concept needs to show the usefulness of a semantic application first, before additional investments will be made into the technology. Therefore, an initial ontology needs to be developed quickly with limited resources to demonstrate the usefulness of a semantic application. This chapter describes a practical and pragmatical approach for resource-limited modelling of ontologies. Guided by rules, this modelling approach starts with the modelling of a thesaurus which later can be extended to a full-fledged ontology. The initial step of modelling a thesaurus, allows for the development of a proof of concept first and to put the semantic application into productive use early, in order to acquire additional insights and information about its usage.
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References
Hoppe T (2013) Semantische Filterung – Ein Werkzeug zur Steigerung der Effizienz im Wissensmanagement. Open Journal of Knowledge Management VII/2013, online under: Community of Knowledge. http://www.community-of-knowledge.de/beitrag/semantische-filterung-ein-werkzeug-zur-steigerung-der-effizienz-im-wissensmanagement/. Last access 2 Nov 2017
Robinson PN, Schulz MH, Bauer S, Köhler S. Methods for searching with semantic similarity scores in one or more ontologies. US Patent US 2011/0040766 A1, filed 13 Aug 2009, published 17 Feb 2011
Schulz MH, Bauer S, Köhler S, Robinson PN (2011) Exact score distribution computation for ontological similarity searches. BMC Bioinformatics 12:441. https://doi.org/10.1186/1471-2105-12-441. Last access 2 Nov 2017
Hoppe T (2015) Modellierung des Sprachraums von Unternehmen. In: Ege B, Humm B, Reibold A (eds) Corporate Semantic Web – Wie semantische Anwendungen in Unternehmen Nutzen stiften. Springer, Berlin
Luczak-Rösch M, Heese R (2009) Managing ontology lifecycles in corporate settings. In: Schaffert S et al (eds) Networked knowledge – networked media, SCI 221. Springer, Heidelberg, pp 235–248
Gruber TR (1993) A translation approach to portable ontologies. Knowledge Acquisition 5(2):199–220. Academic Press
Studer R, Benjamins VR, Fensel D (1998) Knowledge engineering: principles and methods. Data and Knowledge Engineering 25:161–197
Baader F, Calvanese D, McGuinness DL, Nardi D, Patel-Schneider PF (2003) The description logic handbook. Cambridge University Press, Cambridge
W3C. SKOS Simple Knowledge Organization System. https://www.w3.org/2004/02/skos/. Last access 2 Nov 2017
W3C. OWL 2 Web Ontology Language document overview, 2nd edn. https://www.w3.org/TR/owl2-overview/. Last access 2 Nov 2017
Protégé. A free, open-source ontology editor and framework for building intelligent systems. https://protege.stanford.edu/. Last access 2 Nov 2017
Horridge M, Drummond N, Goodwin J, Rector A, Stevens R, Wang HH. The Manchester OWL syntax. http://ceur-ws.org/Vol-216/submission_9.pdf. Last access 2 Nov 2017
Herre H, Uciteli A (2015) Ontologien für klinische Studien. In: Ege B, Humm B, Reibold A (eds) Corporate Semantic Web – Wie semantische Anwendungen in Unternehmen Nutzen stiften. Springer, Berlin
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Hoppe, T., Tolksdorf, R. (2018). Guide for Pragmatical Modelling of Ontologies in Corporate Settings. In: Hoppe, T., Humm, B., Reibold, A. (eds) Semantic Applications. Springer Vieweg, Berlin, Heidelberg. https://doi.org/10.1007/978-3-662-55433-3_2
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DOI: https://doi.org/10.1007/978-3-662-55433-3_2
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