definedIn

URI: https://gptkb.org/prop/definedIn
11,776 triples
GPTKB property
Alternative names (22)
containsDefinition • defined as • defined by • defined in • defined on • defined over • definedAs • definedAt • definedBy • definedFor • definedInRFC • definedInStandard • definedOn • definedOver • definedUsing • isDefinedAs • isDefinedBy • isDefinedFor • isDefinedIn • isUsedToDefine • mayBeDefinedBy • previouslyDefinedBy • more
Random triples
Subject Object
gptkb:NY-NJ-CT-PA_CSA gptkb:United_States_Office_of_Management_and_Budget
gptkb:Domain_Name_System gptkb:RFC_1035
gptkb:HTTP_standard gptkb:RFC_2616
gptkb:DirectoryIterator PHP
gptkb:HTTP_standard gptkb:RFC_7231
gptkb:Tate_cohomology finite group G and G-module M
gptkb:Michigan–Ontario_border gptkb:Treaty_of_Paris_(1783)
gptkb:Internet_Group_Management_Protocol gptkb:RFC_2236
gptkb:Non-Annex_I_Parties gptkb:United_Nations_Framework_Convention_on_Climate_Change
gptkb:Système_international_d'unités gptkb:BIPM
gptkb:400_Gbps_Ethernet gptkb:IEEE_802.3bs
gptkb:Système_international_d'unités gptkb:CGPM
gptkb:traveling_salesman_problem the problem of finding the shortest possible route that visits each city exactly once and returns to the origin city
gptkb:Markov_numbers solutions to the Markov equation x^2 + y^2 + z^2 = 3xyz
gptkb:Forwarding_Equivalence_Class_(FEC) gptkb:IETF
gptkb:CSS3_Selectors gptkb:W3C
gptkb:PKCS#8 gptkb:RSA_Laboratories
gptkb:HTTP_Semantics gptkb:IETF
gptkb:SplException PHP
gptkb:Euclidean_ball_(p=2) gptkb:Euclidean_space