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Citation: Thomas R. Gruber and Gregory R. Olsen. (1994) An ontology for engineering mathematics. In Fourth International Conference on Principles of Knowledge Representation and Reasoning, 1994.
| Publication inproceedings ( Edit )
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| type | InProceedings
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| bibtype | inproceedings
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| Bibtex basics
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| author | Thomas R. Gruber and Gregory R. Olsen
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| title | An ontology for engineering mathematics
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| booktitle | Fourth International Conference on Principles of Knowledge Representation and Reasoning
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| address | Gustav Stresemann Institute, Bonn, Germany
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| year | 1994
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| Bibtex more
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| note | February.
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| publisher | Morgan Kaufmann
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| Access Paper
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| abstract | We describe an ontology for mathematical modeling in engineering. The ontology includes conceptual foundations for scalar, vector, and tensor quantities, physical dimensions, units of measure, functions of quantities, and dimensionless quantities. The conceptualization builds on abstract algebra and measurement theory, but is designed explicitly for knowledge sharing purposes. The ontology is being used as a communication language among cooperating engineering agents, and as a foundation for other engineering ontologies. In this paper we describe the conceptualization of the ontology, and show selected axioms from definitions. We describe the design of the ontology and justify the important representation choices. We offer evaluation criteria for such ontologies and demonstrate design techniques for achieving them.
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| KSL Technical Report ID: KSL-94-18
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Facts about An ontology for engineering mathematicsRDF feed
| Abstract | We describe an ontology for mathematical m … We describe an ontology for mathematical modeling in engineering. The ontology includes conceptual foundations for scalar, vector, and tensor quantities, physical dimensions, units of measure, functions of quantities, and dimensionless quantities. The conceptualization builds on abstract algebra and measurement theory, but is designed explicitly for knowledge sharing purposes. The ontology is being used as a communication language among cooperating engineering agents, and as a foundation for other engineering ontologies. In this paper we describe the conceptualization of the ontology, and show selected axioms from definitions. We describe the design of the ontology and justify the important representation choices. We offer evaluation criteria for such ontologies and demonstrate design techniques for achieving them. rate design techniques for achieving them. |
| Address | Gustav Stresemann Institute, Bonn, Germany + |
| Author | Thomas R. Gruber and Gregory R. Olsen + |
| Bibtype | inproceedings + |
| Booktitle | Fourth International Conference on Principles of Knowledge Representation and Reasoning + |
| Has author | Thomas R. Gruber and Gregory R. Olsen + |
| Has identifier | KSL-94-18 + |
| Has publishing details | 1994 + |
| Has title | An ontology for engineering mathematics + |
| Has where published | Fourth International Conference on Principles of Knowledge Representation and Reasoning + |
| Has year | 1994 + |
| Ksl tr id | KSL-94-18 + |
| Note | February. |
| Process note | GOOGLE + |
| Publisher | Morgan Kaufmann + |
| Title | An ontology for engineering mathematics + |
| Year | 1994 + |
