EvaBlomqvist (Talk | contribs) (Imported from OWL file.) |
EvaBlomqvist (Talk | contribs) |
||
(3 intermediate revisions by the same user not shown) | |||
Line 2: | Line 2: | ||
{{Graphical representation header}} | {{Graphical representation header}} | ||
{{Graphical representation | {{Graphical representation | ||
− | |ImageName= | + | |ImageName=Set.jpg |
}} | }} | ||
{{Content OP Proposal Template | {{Content OP Proposal Template | ||
+ | |SubmittedBy=EvaBlomqvist | ||
+ | |Name=Set | ||
+ | |Intent=To model sets of things (elements). A Set is a collection that cannot contain duplicate elements. | ||
+ | |CompetencyQuestion=What is the cardinality (size) of this set?, What are the elements in this set? | ||
+ | |ContentODPDescription=A Set is a collection that cannot contain duplicate elements. A Set is expressed by linking to it directly all the members (elements), multiple identical values of members (elements) will be eliminated because by default they are treated as a set. | ||
+ | |ReusableOWLBuildingBlock=http://www.ontologydesignpatterns.org/cp/owl/set.owl | ||
|ExtractedFrom=http://swan.mindinformatics.org/ontologies/1.2/collections.owl | |ExtractedFrom=http://swan.mindinformatics.org/ontologies/1.2/collections.owl | ||
− | | | + | |ReengineeredFrom=http://swan.mindinformatics.org/ontologies/1.2/collections.owl |
− | + | ||
|HasComponent=CollectionEntity | |HasComponent=CollectionEntity | ||
− | | | + | |RelatedCP=List, Bag, |
− | + | ||
− | + | ||
− | + | ||
− | + | ||
}} | }} | ||
{{Element list header}} | {{Element list header}} | ||
Line 22: | Line 23: | ||
|HasElement=size | |HasElement=size | ||
}} | }} | ||
− | |||
{{Additional information header}} | {{Additional information header}} | ||
+ | A Set is a collection that cannot contain duplicate elements. A Set is expressed by linking to it directly all the members (elements), multiple identical values of members (elements) will be eliminated because by default they are treated as a set. | ||
+ | The collections ontology (part of the SWAN ontologies) that this pattern is based on was created by Paolo Ciccarese - Massachusetts General Hospital/Harvard Medical School, and Marco Ocana - Balboa Systems Inc. The original ontologies, and related information, are available under a [http://creativecommons.org/licenses/by/1.0/ Creative Commons License]. | ||
{{Scenarios about me}} | {{Scenarios about me}} | ||
− | {{Reviews about me}}{{Modeling issues about me}}{{My references}} | + | {{Reviews about me}} |
− | + | {{Modeling issues about me}} | |
+ | {{My references}} |
Diagram
Name: | Set |
---|---|
Submitted by: | EvaBlomqvist |
Also Known As: | |
Intent: | To model sets of things (elements). A Set is a collection that cannot contain duplicate elements. |
Domains: | |
Competency Questions: | |
Solution description: | A Set is a collection that cannot contain duplicate elements. A Set is expressed by linking to it directly all the members (elements), multiple identical values of members (elements) will be eliminated because by default they are treated as a set. |
Reusable OWL Building Block: | 1 (469) |
Consequences: | |
Scenarios: | |
Known Uses: | |
Web References: | |
Other References: | |
Examples (OWL files): | |
Extracted From: | |
Reengineered From: | |
Has Components: | |
Specialization Of: | |
Related CPs: |
The Set Content OP locally defines the following ontology elements:
A Set is a collection that cannot contain duplicate elements. A Set is expressed by linking to it directly all the members (elements), multiple identical values of members (elements) will be eliminated because by default they are treated as a set.
The collections ontology (part of the SWAN ontologies) that this pattern is based on was created by Paolo Ciccarese - Massachusetts General Hospital/Harvard Medical School, and Marco Ocana - Balboa Systems Inc. The original ontologies, and related information, are available under a Creative Commons License.
No scenario is added to this Content OP.
This revision (revision ID 10366) takes in account the reviews: none
Other info at evaluation tab