Multi-connected ontologies
Authors: Davies, P., Newell, D., Davies, A. and Karagözlü, D.
Journal: MMEDIA - International Conferences on Advances in Multimedia
Pages: 29-36
ISSN: 2308-4448
Abstract:Ontologies have been used for the purpose of bringing system and consistency to subject and knowledge areas. We present a criticism of the present mathematical structure of ontologies and indicate that they are not sufficient in their present form to represent the many different valid expressions of a subject knowledge domain. We propose an alternative structure for ontologies based on a richer multi connected complex network which contains the present ontology structure as a projection. We demonstrate how this new multi connected ontology should be represented as an asymmetric probability matrix.
https://eprints.bournemouth.ac.uk/29459/
Source: Scopus
Multi-Connected Ontologies
Authors: Davies, P., Newell, D., Davies, A. and Karagozlu, D.
Journal: CoRR
Volume: abs/1112.6090
https://eprints.bournemouth.ac.uk/29459/
Source: DBLP
Multi-Connected Ontologies
Authors: Davies, P., Newell, D., Davies, A. and Karagozlu, D.
Abstract:Ontologies have been used for the purpose of bringing system and consistency to subject and knowledge areas. We present a criticism of the present mathematical structure of ontologies and indicate that they are not sufficient in their present form to represent the many different valid expressions of a subject knowledge domain. We propose an alternative structure for ontologies based on a richer multi connected complex network which contains the present ontology structure as a projection. We demonstrate how this new multi connected ontology should be represented as an asymmetric probability matrix.
https://eprints.bournemouth.ac.uk/29459/
Source: arXiv
Multi Connected Ontologies
Authors: Davies, P., Newell, D., Davies, A. and Karagözlü, D.
Abstract:Ontologies have been used for the purpose of bringing system and consistency to subject and knowledge areas. We present a criticism of the present mathematical structure of ontologies and indicate that they are not sufficient in their present form to represent the many different valid expressions of a subject knowledge domain. We propose an alternative structure for ontologies based on a richer multi connected complex network which contains the present ontology structure as a projection. We demonstrate how this new multi connected ontology should be represented as an asymmetric probability matrix.
https://eprints.bournemouth.ac.uk/29459/
Source: BURO EPrints