[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"word-parametriavaruus":3},{"word":4,"glossSources":11,"senses":13,"sensesFi":18,"frequency":8,"etymologies":19,"etymologyFi":8,"etymologyFiLinks":8,"synonymsByPos":27,"extendedSynonymsByPos":28,"antonyms":29,"hypernyms":30,"hyponyms":31,"englishTranslations":32,"wordnetGlosses":33,"fiSynonyms":34,"fiExtendedSynonyms":35,"fiAntonyms":36,"fiExtendedAntonyms":37,"fiBaseWords":38,"fiBaseWordsGuessed":12,"fiDerivedFrom":39,"fiCompounds":40,"fiDerived":41,"fiRelated":42,"fiTranslations":43,"exampleSentences":44,"inflectionForms":55,"allInflectionForms":8,"rhymePattern":82,"rhymeSamples":83},{"id":5,"lemma":6,"pos":7,"kotusClass":8,"kotusGradation":8,"homonymIndex":8,"ipa":9,"isStub":10},215118,"parametriavaruus","noun",null,"/ˈpɑrɑˌmetriˌɑʋɑruːs/",false,{"enWiktionary":12,"fiWiktionary":10,"wordnet":10,"aiGeneratedEn":10,"finnWordNet":10,"psychling":10,"termipankki":10},true,[14],{"index":15,"parentIndex":8,"gloss":16,"glossLinks":8,"tags":17},0,"parameter space",[],[],[20],{"pos":8,"text":21,"links":22},"parametri + avaruus",[23,25],{"text":24,"target":24},"parametri",{"text":26,"target":26},"avaruus",[],[],[],[],[],[],[],[],[],[],[],[24,26],[],[],[],[],{},[45,50],{"paragraph":46,"matchedForm":6,"matchOffset":47,"bookId":48,"bookTitle":49,"bookAuthor":8,"bookSlug":8},"Bayesilaisessä  tilastotieteessä  analyysin  kohteena  on  parametriavaruus,  sillä  havaintoavaruus  pidetään  tunnettuna  ja  kiinteänä.",59,"https://fi.wikipedia.org/wiki/Data-analyysi","Data-analyysi",{"paragraph":51,"matchedForm":6,"matchOffset":52,"bookId":53,"bookTitle":54,"bookAuthor":8,"bookSlug":8},"Tämä  tarkoittaa  sitä,  ettei  millään  tarkentuvalla  estimaattorilla  ole  alhaisempaa  keskineliövirhettä  kuin  suurimman  uskottavuuden  estimaatilla  Esimerkkejä  Jatkuva  jakauma,  jatkuva  parametriavaruus  Normaalijakaumalla  on  tiheysfunktio  jolloin  yhteistiheysfunktio  n:n  kokoiselle  otokselle  riippumattomia  ja  identtisesti  jakautuneita  normaalisia  satunnaismuuttujia  on  eli  missä  on  otoksen  keskiarvo.",198,"https://fi.wikipedia.org/wiki/Suurimman%20uskottavuuden%20estimointi","Suurimman uskottavuuden estimointi",{"type":56,"essive_pl":57,"essive_sg":58,"elative_pl":59,"elative_sg":60,"abessive_pl":61,"abessive_sg":62,"ablative_pl":63,"ablative_sg":64,"adessive_pl":65,"adessive_sg":66,"allative_pl":67,"allative_sg":68,"genitive_pl":69,"genitive_sg":70,"illative_pl":71,"illative_sg":72,"inessive_pl":73,"inessive_sg":74,"partitive_pl":75,"partitive_sg":76,"accusative_pl":77,"accusative_sg":70,"comitative_pl":78,"nominative_pl":77,"nominative_sg":6,"instructive_pl":79,"translative_pl":80,"translative_sg":81},"nominal","parametriavaruuksina","parametriavaruutena","parametriavaruuksista","parametriavaruudesta","parametriavaruuksitta","parametriavaruudetta","parametriavaruuksilta","parametriavaruudelta","parametriavaruuksilla","parametriavaruudella","parametriavaruuksille","parametriavaruudelle","parametriavaruuksien","parametriavaruuden","parametriavaruuksiin","parametriavaruuteen","parametriavaruuksissa","parametriavaruudessa","parametriavaruuksia","parametriavaruutta","parametriavaruudet","parametriavaruuksineen","parametriavaruuksin","parametriavaruuksiksi","parametriavaruudeksi","-ɑʋɑruːs",[26,84,85],"sisätuloavaruus","verkkoavaruus"]