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V teoriyi obchislyuvanosti algoritmichno nerozv yaznoyu zadacheyu nazivayetsya zadacha sho maye vidpovid tak chi ni dlya kozhnogo ob yekta z deyakoyi mnozhini vhidnih danih dlya yakoyi principovo ne isnuye algoritmu yakij bi otrimavshi bud yakij mozhlivij yak vhidni dani ob yekt zupinyavsya i davav pravilnu vidpovid pislya skinchennogo chisla krokiv Zmist 1 Problemi sho stosuyutsya abstraktnih mashin 2 Problemi sho stosuyutsya matric 3 Inshi problemi 4 Problemi algoritmichna nerozv yaznist yakih ne dovedena 5 Div takozh 6 PrimitkiProblemi sho stosuyutsya abstraktnih mashin Redaguvatiproblema zupinki problema samozastosuvannya ru Busy beaver en Bud yaka problema sformulovana v teoremi Rajsa ru Viznachiti chi dosyagne koli nebud zadana vihidna konfiguraciya v gri Zhittya zadanoyi kincevoyi konfiguraciyi 1 Problemi sho stosuyutsya matric RedaguvatiProblema vmirayuchoyi matrici dlya danoyi kincevoyi mnozhini kvadratnih matric n n viznachiti chi isnuye dobutok vsih abo deyakih z cih matric mozhlivo z povtorennyami v yakomu nebud poryadku sho daye nulovu matricyu Problema nerozv yazna navit dlya n 3 mozhlivist rozv yazannya dlya n 2 ye vidkritim pitannyam 2 Problema odinichnoyi matrici dlya danoyi kincevoyi mnozhini kvadratnih matric n n viznachiti chi isnuye dobutok vsih abo deyakih z cih matric mozhlivo z povtorennyami v yakomu nebud poryadku sho daye odinichnu matricyu problema nerozv yazna dlya cilochiselnih matric pochinayuchi z n 4 3 ta rozv yazna dlya n 2 4 mozhlivist rozv yazannya dlya n 3 ye vidkritim pitannyam Problema ekvivalentna pitannyu chi ye matrichna pivgrupa grupoyu Problema vilnosti matrichnoyi napivgrupi algoritmichno nerozv yazna dlya cilochiselnih matric pochinayuchi z n 3 i vidkrita dlya n 2 Inshi problemi RedaguvatiZadacha rozv yaznosti Vivodimist formuli v arifmetici Peano Problema zbizhnosti Posta Obchislennya kolmogorivskoyi skladnosti dovilnogo ryadka Idealnij arhivator sho stvoryuye dlya bud yakogo vhidnogo fajlu programu najmenshogo mozhlivogo rozmiru sho drukuye cej fajl 5 Idealnij optimizuvalnij za rozmirom kompilyator 6 Desyata problema Gilberta Viznachiti chi mozhna zamostiti ploshinu danimi naborom plitok Vanga Viznachiti chi mozhna zamostiti ploshinu danimi naborom polimino Problema unifikaciyi drugogo i vishogo poryadkiv Problema vivodu tipiv v modeli Hindli Milnera z rank N polimorfizmomProblemi algoritmichna nerozv yaznist yakih ne dovedena RedaguvatiDlya deyakih zadach ne vkazano algoritm sho virishuye yih i za svoyeyu prirodoyu voni shozhi na vidomi algoritmichno nerozv yazni zavdannya Pitannya shodo algoritmichnoyi rozv yaznosti takih zadach ye vidkritimi pitannyami Os deyaki z takih zavdan Analog desyatoyi problemi Gilberta dlya rivnyan stupenya 3 Analog desyatoyi problemi Gilberta dlya rivnyan v racionalnih chislah 7 Problema vmirayuchoyi matrici dlya matric poryadku 2Div takozh RedaguvatiAlgoritmichna rozv yaznist Teorema Gedelya pro nepovnotuPrimitki Redaguvati Life Universal Computer Arhiv originalu za 31 zhovtnya 2014 Procitovano 30 zhovtnya 2014 When is a pair of matrices mortal Arhiv originalu za 8 grudnya 2015 Procitovano 30 zhovtnya 2014 Paul C Bell Igor Potapov 2010 On the Undecidability of the Identity Correspondence Problem and its Applications for Word and Matrix Semigroups International Journal of Foundations of Computer Science World Scientific 21 6 963 978 doi 10 1142 S0129054110007660 Christian Choffrut Juhani Karhumaki 2005 Some decision problems on integer matrices ITA 39 1 125 131 doi 10 1051 ita 2005007 Nayavnist takogo arhivatora dozvolilo b obchisliti kolmogorovsku skladnist dovilnogo ryadka sho ye algoritmichno nerozv yaznim zavdannyam Zokrema vin zaminyuvav bi bud yakij algoritm sho ne zupinyayetsya na trivialnij porozhnij cikl a rozpiznavannya takih algoritmiv ekvivalentno problemi zupinki i ye algoritmichno nerozv yaznim zavdannyam Uspenskij V A Semenov A L Algoritmichni problemi sho mozhna i ne mozhna virishiti Zhurnal Kvant 1985 7 s 9 15 Otrimano z https uk wikipedia org w index php title Algoritmichno nerozv 27yazna zadacha amp oldid 36515720