Classification of finite simple groups
In mathematics, the classification of the finite simple groups is a theorem stating that every finite simple group is either cyclic, or alternating, or it belongs to a broad infinite class called the groups of Lie type, or else it is one of twenty-six or twenty-seven exceptions, called sporadic. Group theory is central to many areas of pure and applied mathematics and the classification theorem has been called one of the great intellectual achievements of humanity. The proof consists of tens of thousands of pages in several hundred journal articles written by about 100 authors, published mostly between 1955 and 2004.
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1901 in science1955 in science1960 in science1972 in science1983 in science2-transitive group2004 in science20th century in science26 (number)Affine varietyAlgebraAlmost simple groupBrauer–Fowler theoremBuilding (mathematics)CA-groupCFSGCharacter theoryCharacteristic 2 typeCheryl PraegerClassical groupClassification of the finite simple groupsClassification theoremClassification theorem of finite groupsClaude ChevalleyCombinatoricsComplemented groupComponent (group theory)Core (group theory)Cyclic groupDaniel GorensteinE6 (mathematics)E7 (mathematics)E8 (mathematics)Enormous theoremExact sequenceExceptional objectFeit–Thompson theoremFerdinand Georg FrobeniusFinite groupFinite ring
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Classification of finite simple groups
In mathematics, the classification of the finite simple groups is a theorem stating that every finite simple group is either cyclic, or alternating, or it belongs to a broad infinite class called the groups of Lie type, or else it is one of twenty-six or twenty-seven exceptions, called sporadic. Group theory is central to many areas of pure and applied mathematics and the classification theorem has been called one of the great intellectual achievements of humanity. The proof consists of tens of thousands of pages in several hundred journal articles written by about 100 authors, published mostly between 1955 and 2004.
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Dalam matematika, klasifikasi ...... g disederhanakan dan direvisi.
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Em matemática, a classificação ...... plificada e revisada da prova.
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En el camp matemàtic de la teo ...... a seva longitud i complexitat.
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En matemáticas, la clasificaci ...... y revisada de la demostración.
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En mathématiques, et plus préc ...... icles par plus de 100 auteurs.
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In de groepentheorie, een deel ...... exiteit, volledig en juist is.
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In mathematics, the classifica ...... revised version of the proof.
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Klasifikace jednoduchých koneč ...... é nazývána „Enormous theorem“.
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Klasyfikacja skończonych grup ...... iejące skończone grupy proste.
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La classificazione dei gruppi ...... ti
* gruppo lineare classico
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author1-link
Michael Aschbacher
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first
Michael
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Richard
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Ronald
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Stephen D.
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Aschbacher
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Lyons
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Smith
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Solomon
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series
Mathematical Surveys and Monographs
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title
The Classification of Finite Simple Groups: Groups of Characteristic 2 Type
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Dalam matematika, klasifikasi ...... an antara tahun 1955 dan 2004.
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Em matemática, a classificação ...... são não tem uma solução única.
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En el camp matemàtic de la teo ...... st fet sobre els grups finits.
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En matemáticas, la clasificaci ...... ncipalmente entre 1955 y 2004.
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En mathématiques, et plus préc ...... icles par plus de 100 auteurs.
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In de groepentheorie, een deel ...... er eindige groepen te stellen.
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In mathematics, the classifica ...... mostly between 1955 and 2004.
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Klasifikace jednoduchých koneč ...... é nazývána „Enormous theorem“.
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Klasyfikacja skończonych grup ...... iejące skończone grupy proste.
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La classificazione dei gruppi ...... ei numeri primi in aritmetica.
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Classificatie van eindige enkelvoudige groepen
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Classification des groupes simples finis
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Classification of finite simple groups
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Classificazione dei gruppi semplici finiti
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Classificação dos grupos simples finitos
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Klasifikace jednoduchých konečných grup
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Klasifikasi grup sederhana hingga
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Klasyfikacja skończonych grup prostych
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Teorema de clasificación de grupos simples
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Teorema de classificació de grups simples finits
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