infimum

when it exists, the greatest element of a partially ordered set which is lower than or equal to all elements of a given subset
rdfs:label
"infimum"@en
skos:altLabel
"greatest lower bound"@en
"inf"@en
"maximal lower bound"@en
schema:description
"when it exists, the greatest element of a partially ordered set which is lower than or equal to all elements of a given subset"@en
schema:dateModified "2026-09-14T19:14:32+00:00"^^xsd:dateTime
schema:version 2545774135
wikibase:identifiers 6
wikibase:sitelinks 18
wikibase:statements 21
p:P10376 wd:statement/Q1199948-333e347a-4268-dd7e-44f5-512edf20d05a
wd:statement/Q1199948-b31e64e8-434d-648b-0a79-cc1e635ffa54
p:P12888 wd:statement/Q1199948-641C9B4C-E69D-4BEE-B358-EBE0D9ABD4CD
p:P13044 wd:statement/Q1199948-6d561577-461d-af2d-8938-e0c857952497
p:P1343 wd:statement/Q1199948-38b4ff7b-467b-4236-8e20-2f426ba52715
wd:statement/Q1199948-7d8a0c14-4d49-df22-4d0c-21d152fc09cc
wd:statement/Q1199948-bbbd963e-48e6-1dba-8c3f-d094c126fdb7
p:P14540 wd:statement/Q1199948-11fdbfb9-5757-4904-87ee-361e1359a0d9
p:P1889 wd:statement/Q1199948-5945e0be-462c-d78e-ee9f-639fbc497084
wd:statement/Q1199948-6e0c2943-45b4-5302-d84b-12ec27650a44
wd:statement/Q1199948-8E667697-8217-4179-88EB-41DFE6130012
p:P279 wd:statement/Q1199948-754de4ef-4cf9-ba53-06c4-9c0eb886dec4
p:P2812 wd:statement/Q1199948-D9463861-2BEA-44B8-BC89-85F355658199
p:P31 wd:statement/Q1199948-6C1E1A74-48BB-4035-8F42-99770EB3751E
p:P361 wd:statement/Q1199948-71af5f5c-4909-9088-39b6-c97f62babc61
p:P373 wd:statement/Q1199948-6206D482-ED28-4FD6-A4D5-CBB47ACCB5F5
p:P4342 wd:statement/Q1199948-AD1CF1AC-F5DE-4EA2-9A9E-66944EE3C89C
p:P460 wd:statement/Q1199948-7f909adb-41c4-cb3d-df8b-450d61b768cd
p:P461 wd:statement/Q1199948-b67a4fe5-4ace-63ae-2a38-0ddaac294248
p:P6104 wd:statement/Q1199948-E89E5296-646D-4F55-97F8-FBD18425F7DB
p:P646 wd:statement/Q1199948-B10E0634-C2B7-4D72-8E7B-30376A5D59CA
wdt:P10376 "engineering/infimum"
"mathematics/infimum"
wdt:P12888 "df-glb"
wdt:P13044 subset
wdt:P1343 ISO 80000-2:2019 Quantities and units — Part 2: Mathematics
Mathwords
Oxford English Dictionary
wdt:P14540 supremum
wdt:P1889 minimum
lower bound
essential infimum
wdt:P279 lower bound
wdt:P2812 "Infimum"
wdt:P31 quality
wdt:P361 infimum and supremum
wdt:P373 "Infimum and supremum"
wdt:P4342 "infimum"
wdt:P460 meet
wdt:P461 supremum
wdt:P6104 WikiProject Mathematics
wdt:P646 "/m/09t31"
Download as:
TurtleJSON-LDRDF/XML
data from SPARQL profile: Wikidata