dyad (Q4431737): Difference between revisions
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(Changed label, description and/or aliases in en, de, es, fr, it, pt, pl, cs, hu, da, ro, fi, tr, nl, sv: The description in Wikidata changed) |
(Changed an Item: Adding these statements since they where added in Wikidata) |
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Property / instance of | |||||||
Property / instance of: type of fixed-size set or group / rank | |||||||
Normal rank | |||||||
Property / subclass of | |||||||
Property / subclass of: set / rank | |||||||
Normal rank | |||||||
Property / followed by | |||||||
Property / followed by: triad / rank | |||||||
Normal rank | |||||||
Property / manifestation of | |||||||
Property / manifestation of: 2 / rank | |||||||
Normal rank | |||||||
Property / different from | |||||||
Property / different from: unordered pair / rank | |||||||
Normal rank | |||||||
Property / different from | |||||||
Property / different from: duo / rank | |||||||
Normal rank | |||||||
Property / follows | |||||||
Property / follows: monad / rank | |||||||
Normal rank | |||||||
Property / Commons category | |||||||
Groups of 2 | |||||||
Property / Commons category: Groups of 2 / rank | |||||||
Normal rank | |||||||
Property / has parts of the class | |||||||
Property / has parts of the class: entity / rank | |||||||
Normal rank | |||||||
Property / has parts of the class: entity / qualifier | |||||||
quantity: 2
| |||||||
Property / depicted by | |||||||
Property / depicted by: duo- / rank | |||||||
Normal rank | |||||||
Property / exact match | |||||||
Property / exact match: http://publications.europa.eu/resource/authority/corporate-body/G2 / rank | |||||||
Normal rank | |||||||
Property / properties for this type | |||||||
Property / properties for this type: opposite of / rank | |||||||
Normal rank |
Revision as of 17:14, 10 November 2022
set of two entities
- group of 2
- group of two
- pair
- set of 2
- set of two
- duplex
Language | Label | Description | Also known as |
---|---|---|---|
English | dyad |
set of two entities |
|
Statements
1 January 2005
0 references
Groups of 2
0 references