<prompt> Rangarira ndima iri pasi apa uye ipapo pindura mubvunzo gare gare mumutauro mumwe chetewo sechikamu: Passage: Nyanzvi dzemasvomhu dzinowanzorwisa kuti dzigoverane zvakakwana kana kuti rondedzero yechinhu chemasvomhu. Muchirevo chemapoka akaperera, ichi chinangwa chinotungamirira kumasvomhu akaoma. Maererano ne Lagranges theorem, mapoka akaperera echikamu p, nhamba yekutanga, anotofanira kunge ari mapoka anodzokororwa abelian Zp. Mapoka ehurongwa p2 anogonawo kuratidzwa kuva abelian, chirevo chisingaiti generalize kuhurongwa p3, sezvo boka risiri-abelian D4 rehurongwa 8 23 pamusoro rinoratidza. Masisitimu ealgebra emakomputa anogona kushandiswa kunyora mapoka maduku, asi hapana kurongwa kwemapoka ose akaperera. Danho riri pakati nepakati nderokusiyanisa mapoka akapfava. Boka risiri duku rinonzi riri nyore kana mapoka aro maduku akarurama ari boka risiri duku neboka racho rimene. The Jordan-Hölder theorem inoratidza mapoka akapfava akapfava sezvivako zveboka rose rakapfava. Kunyora mapoka ose akapfava aiva kubudirira kukuru munhau yemazuva ano yemapoka. 1998 Fields Medal anokunda Richard Borcherds akabudirira mukuratidza monstrous moonshine conjectures, hukama hunoshamisa uye hwakadzama pakati peboka guru rakaperera rakapfava - boka rechikara - nemamwe mabasa ema modular, chidimbu che classical complex analysis, uye dzidziso yetambo, dzidziso inofungidzirwa kubatanidza rondedzero yezvakaitika zvakawanda zvepanyama. Mubvunzo: Chii chaifungidzirwa kuva kubudirira kukuru muTheorem yaJordan-Holder?  <response>: Kunyora mapoka ose ari nyore 