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ID:5319388
大小:16.13 MB
页数:108页
时间:2017-12-08
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1、APracticalGuideToBuildingOWLOntologiesUsingProtege4andCO-ODEToolsEdition1.3MatthewHorridgeContributorsv1.0HolgerKnublauch,AlanRector,RobertStevens,ChrisWroev1.1SimonJupp,GeorginaMoulton,RobertStevensv1.2NickDrummond,SimonJupp,GeorginaMoulton,RobertStevensv1.3SebastianBrandtTheUni
2、versityOfManchesterCopyrightcTheUniversityOfManchesterMarch24,2011Contents1Introduction71.1Conventions............................................72Requirements93WhatareOWLOntologies?103.1ComponentsofOWLOntologies................................103.1.1Individuals...................
3、.....................103.1.2Properties.........................................113.1.3Classes..........................................124BuildingAnOWLOntology134.1NamedClasses..........................................154.2DisjointClasses..........................................17
4、4.3UsingCreateClassHierarchyToCreateClasses........................194.4OWLProperties.........................................234.5InverseProperties........................................274.6OWLObjectPropertyCharacteristics.............................294.6.1FunctionalProperties.
5、.................................294.6.2InverseFunctionalProperties..............................294.6.3TransitiveProperties...................................294.6.4SymmetricProperties..................................3014.6.5Asymmetricproperties..................................3
6、24.6.6Re exiveproperties...................................324.6.7Irre exiveproperties...................................334.7PropertyDomainsandRanges.................................334.8DescribingAndDeningClasses................................364.8.1PropertyRestrictions........
7、..........................374.8.2ExistentialRestrictions.................................404.9UsingAReasoner.........................................484.9.1InvokingTheReasoner..................................484.9.2InconsistentClasses...................................494.10Necess
8、aryAndSucientConditions(P
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