Property talk:P1164
Documentation
number of elements in a finite group in mathematics
Description | The number of elements in a finite group | |||||||||
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Represents | group order (Q18408315) | |||||||||
Data type | Quantity | |||||||||
Domain | According to this template:
finite group (Q1057968)
According to statements in the property:
When possible, data should only be stored as statementsfinite group (Q1057968) | |||||||||
Allowed values | According to this template:
positive integers
According to statements in the property:
When possible, data should only be stored as statements0 ≤ 𝓧 ≤ not applicable | |||||||||
Allowed units | not applicable | |||||||||
Example | dihedral group of order 6 (Q2204630) → 6 Klein four-group (Q550593) → 4 Mathieu group M11 (Q6787235) → 7,920 Conway group Co3 (Q5166742) → 495,766,656,000 | |||||||||
Source | e.g. w:List of small groups and w:List of finite simple groups (note: this information should be moved to a property statement; use property source website for the property (P1896)) | |||||||||
Tracking: usage | Category:Pages using Wikidata property P1164 (Q56178456) | |||||||||
See also | cardinality of this set (P2820) | |||||||||
Lists |
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Proposal discussion | Proposal discussion | |||||||||
Current uses |
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List of violations of this constraint: Database reports/Constraint violations/P1164#Range
List of violations of this constraint: Database reports/Constraint violations/P1164#Type Q1057968, SPARQL
List of violations of this constraint: Database reports/Constraint violations/P1164#No Bounds, SPARQL
List of violations of this constraint: Database reports/Constraint violations/P1164#Units
List of violations of this constraint: Database reports/Constraint violations/P1164#integer, SPARQL
List of violations of this constraint: Database reports/Constraint violations/P1164#Entity types
Increased range
[edit]I increased the range of values to include the cardinality of the monster group (Q392663). If anybody objects, they can revert the change and instead add Q392663 as an exception. The-erinaceous-one (talk) 04:20, 15 September 2020 (UTC)
- I revised my edit to "no value" because there really is no upper limit on the size of a group. The-erinaceous-one (talk) 07:11, 16 September 2020 (UTC)
What about redoing this with data type item?
[edit]I think cardinality statements here in Wikidata could be more more useful if they were expressed with items as values, where those items would then have a statement about numeric value (P1181), plus potentially other statements, e.g. for prime factor (P5236). So I would think that we should look into having a new cardinality property (let's call it for now) that would have an item as its value, e.g. monster group (Q392663): = 808017424794512875886459904961710757005754368000000000 (Q98609672). Before proposing such a new property, I wanted to check what people here think about such a change. --Daniel Mietchen (talk) 23:11, 28 October 2020 (UTC)
Notified participants of WikiProject Mathematics. --Daniel Mietchen (talk) 23:13, 28 October 2020 (UTC)
- @Daniel Mietchen: The usefulness of the item datatype could be to generalize the property to infinite cardinalities, I think, not for finite cardinalities. If it’s just for finite cardinalities, we could in sparql for example do a join with the numeric value to retrieve the corresponding number item :
- Try it!
select ?group ?num_item ?num_value where { ?group wdt:P1164 ?num_value . optional { ?num_item wdt:P1181 ?num_value . ?num_item wdt:P31 wd:Q21199 . } }
- Of course this depends on which usecase you have in mind as such a join is not possible in Wikipedia lua modules atm. author TomT0m / talk page 08:39, 29 October 2020 (UTC)
- We already have cardinality of this set (P2820). Is that what you are looking for? — The Erinaceous One 🦔 19:53, 29 October 2020 (UTC)
"Replacement property" in type constraint
[edit]Hi, I removed replacement property (P6824) parameter from the type constraint since the constraint does not accept such parameter, and it results in a error of the violations report. Samoasambia ✎ 10:19, 27 August 2024 (UTC)
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