Abstract: Building domain ontologies and applying them to different objectives, researchers faced the fact that many ontologies are associated with one another by one or another relations. Therefore, the problem arose to study relations among different ontologies of the same domains as well as of different ones. A formalization of a relation among domain ontologies is the analogous mathematical relation among mathematical models of these ontologies. The article considers the case when domain ontology model is represented by logical relationship system. Relations among domain ontologies give a possibility to reuse one ontology model when another ontology models are worked out and when new intellectual computer system for same or different domain is worked out.

Keywords: Mathematical model of domain ontology, ontologies representing the same conceptualisation, resemblance between ontologies, simplification of ontologies, composition of ontologies, intellectual task solver.

ACM Classification Keywords: I.2.4 Knowledge Representation Formalisms and Methods, F4.1. Mathematical Logic

Link:

AN ANALYSIS OF SOME RELATIONS AMONG DOMAIN ONTOLOGIES1

Alexander Kleshchev, Irene Artemjeva

http://www.foibg.com/ijita/vol12/ijita12-1-p12.pdf