[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"word-ekvivalenssiluokka":3},{"word":4,"glossSources":12,"senses":14,"sensesFi":19,"frequency":9,"etymologies":25,"etymologyFi":9,"etymologyFiLinks":9,"synonymsByPos":33,"extendedSynonymsByPos":34,"antonyms":35,"hypernyms":36,"hyponyms":37,"englishTranslations":38,"wordnetGlosses":39,"fiSynonyms":40,"fiExtendedSynonyms":41,"fiAntonyms":42,"fiExtendedAntonyms":43,"seeAlsoBase":9,"altSpellings":44,"fiBaseWords":45,"fiBaseWordsGuessed":13,"fiDerivedFrom":46,"fiCompounds":47,"fiDerived":48,"fiRelated":49,"wnAttributes":50,"wnCauses":51,"wnVerbGroups":52,"fiTranslations":53,"exampleSentences":54,"inflectionForms":66,"allInflectionForms":9,"rhymePattern":92,"rhymeSamples":93,"categories":96,"domains":97},{"id":5,"lemma":6,"hyphenation":7,"pos":8,"kotusClass":9,"kotusGradation":9,"homonymIndex":9,"ipa":10,"isStub":11},207787,"ekvivalenssiluokka","ek­vi­va­lens­si­luok­ka","noun",null,"/ˈekʋiʋɑlensːiˌluo̯kːɑ/",false,{"enWiktionary":13,"fiWiktionary":11,"wordnet":11,"aiGeneratedEn":11,"finnWordNet":11,"psychling":11,"termipankki":13},true,[15],{"index":16,"parentIndex":9,"gloss":17,"glossLinks":9,"tags":18},0,"equivalence class",[],[20],{"index":16,"parentIndex":9,"glossFi":21,"glossFiLinks":9,"examplesFi":9,"tags":22,"source":24},"joukko, joka koostuu keskenään ekvivalenssirelaatiossa olevista alkioista",[23],"Matematiikka","termipankki",[26],{"pos":9,"text":27,"links":28},"ekvivalenssi + luokka",[29,31],{"text":30,"target":30},"ekvivalenssi",{"text":32,"target":32},"luokka",[],[],[],[],[],[],[],[],[],[],[],[],[30,32],[],[],[],[],[],[],[],{},[55,61],{"paragraph":56,"matchedForm":57,"matchOffset":58,"bookId":59,"bookTitle":60,"bookAuthor":9,"bookSlug":9},"Vektorilaskennassa  suunnatut  janat  ovat  ekvivalentteja,  ekvipollentteja,  jos  ne  ovat  yhdensuuntaiset,  yhtä  pitkät  ja  samansuuntaiset,  ja  nämä  ekvivalenssiluokat  muodostavat  vektoriavaruuden.","ekvivalenssiluokat",158,"https://fi.wikipedia.org/wiki/Elliptinen%20geometria","Elliptinen geometria",{"paragraph":62,"matchedForm":6,"matchOffset":63,"bookId":64,"bookTitle":65,"bookAuthor":9,"bookSlug":9},"Sen  avulla  voidaan  muodostaa  kanoninen  kimppu,  joka  on  V:n  lineaaristen  ekvivalenssien  ekvivalenssiluokka,  ja  sen  divisoreja  kutsutaan  kanonisiksi  divisoreiksi.",98,"https://fi.wikipedia.org/wiki/Kanoninen%20kimppu","Kanoninen kimppu",{"type":67,"essive_pl":68,"essive_sg":69,"elative_pl":70,"elative_sg":71,"abessive_pl":72,"abessive_sg":73,"ablative_pl":74,"ablative_sg":75,"adessive_pl":76,"adessive_sg":77,"allative_pl":78,"allative_sg":79,"genitive_pl":80,"genitive_sg":81,"illative_pl":82,"illative_sg":83,"inessive_pl":84,"inessive_sg":85,"partitive_pl":86,"partitive_sg":87,"accusative_pl":57,"accusative_sg":81,"comitative_pl":88,"nominative_pl":57,"nominative_sg":6,"instructive_pl":89,"translative_pl":90,"translative_sg":91},"nominal","ekvivalenssiluokkina","ekvivalenssiluokkana","ekvivalenssiluokista","ekvivalenssiluokasta","ekvivalenssiluokitta","ekvivalenssiluokatta","ekvivalenssiluokilta","ekvivalenssiluokalta","ekvivalenssiluokilla","ekvivalenssiluokalla","ekvivalenssiluokille","ekvivalenssiluokalle","ekvivalenssiluokkien","ekvivalenssiluokan","ekvivalenssiluokkiin","ekvivalenssiluokkaan","ekvivalenssiluokissa","ekvivalenssiluokassa","ekvivalenssiluokkia","ekvivalenssiluokkaa","ekvivalenssiluokkineen","ekvivalenssiluokin","ekvivalenssiluokiksi","ekvivalenssiluokaksi","-uokːɑ",[32,94,95],"pääluokka","yhdysluokka",[],[]]