Group theory
In mathematics and abstract algebra, group theory studies the algebraic structures known as groups. The concept of a group is central to abstract algebra: other well-known algebraic structures, such as rings, fields, and vector spaces, can all be seen as groups endowed with additional operations and axioms. Groups recur throughout mathematics, and the methods of group theory have influenced many parts of algebra. Linear algebraic groups and Lie groups are two branches of group theory that have experienced advances and have become subject areas in their own right.
influenced
Alexander RazborovAlphose ZingoniArthur CayleyAsım Orhan BarutFerdinand Georg FrobeniusGary SeitzGloria Conyers HewittGuido ZappaHanna NeumannIrving KaplanskyIsrael GelfandJames WiegoldJenő SzépLawrence Paul HorwitzMarshall Hall (mathematician)Michael AschbacherMohammad Saleem (physicist)Muhammad Rafique (mathematician)Qaiser MushtaqSergei Nikolaevich ChernikovSudhansu Datta MajumdarTakahiko YamanouchiWalter LedermannZbigniew MarciniakÉvariste Galois
known for
1/N expansion1832 in science1964 in science2-transitive group3-manifold3-transposition groupA-groupA. H. LightstoneATLAS of Finite GroupsA Guide to the Classification Theorem for Compact SurfacesA Topological PicturebookAbel PrizeAbnormal subgroupAbraham GinzburgAbsolute valueAbsolutely simple groupAbstract GroupAbstract algebraAbstract groupAbuse of notationAdditive combinatoricsAdian–Rabin theoremAdvances in Group Theory and ApplicationsAffine geometryAlbert GirardAleatoric musicAleksandr Gennadievich KuroshAleph numberAlexander RazborovAlexander SkopinAlfred H. CliffordAlfred YoungAlgebraAlgebra and TilingAlgebraic combinatoricsAlgebraic graph theoryAlgebraically closed groupAlgebraically compact groupAlice S. WhittemoreAlphose Zingoni
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influenced
Group theory
In mathematics and abstract algebra, group theory studies the algebraic structures known as groups. The concept of a group is central to abstract algebra: other well-known algebraic structures, such as rings, fields, and vector spaces, can all be seen as groups endowed with additional operations and axioms. Groups recur throughout mathematics, and the methods of group theory have influenced many parts of algebra. Linear algebraic groups and Lie groups are two branches of group theory that have experienced advances and have become subject areas in their own right.
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Aljebra abstraktuan, talde-teo ...... atematiko handienetako bat da.
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Dalam matematika dan aljabar a ...... rup sederhana hingga kompleks.
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Die Gruppentheorie als mathema ...... eröffnen wichtige Anwendungen.
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Em Matemática, teoria dos grup ...... O cubo mágico ou cubo de Rubik
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En aquest article es desenvolu ...... teritzat per la seva simetria.
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En mathématique, plus précisém ...... uteurs à travers 500 articles.
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En álgebra abstracta, la teorí ...... gros matemáticos del siglo XX.
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Groepentheorie is in de wiskun ...... ransformaties niet veranderen.
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Gruppteori är inom abstrakt al ...... strukturer som kallas grupper.
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In mathematics and abstract al ...... ation of finite simple groups.
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1,021,694,479
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Category:Group theory
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Group theory
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Aljebra abstraktuan, talde-teo ...... atematiko handienetako bat da.
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Dalam matematika dan aljabar a ...... bidang subjek dengan sendiri.
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Die Gruppentheorie als mathema ...... nüpfung assoziativ ist und es
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Em Matemática, teoria dos grup ...... matérias de maior importância.
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En aquest article es desenvolu ...... t neutre i inversos. Exemples:
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En mathématique, plus précisém ...... et cryptographie asymétrique.
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En álgebra abstracta, la teorí ...... gros matemáticos del siglo XX.
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Groepentheorie is in de wiskun ...... ransformaties niet veranderen.
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Gruppteori är inom abstrakt al ...... strukturer som kallas grupper.
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In mathematics and abstract al ...... ject areas in their own right.
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Groepentheorie
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Group theory
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Grupo-teorio
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Gruppentheorie
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Gruppteori
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Talde-teoria
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Teori grup
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Teoria de grups
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Teoria dei gruppi
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Teoria dos grupos
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