Pólya enumeration theorem (Q1037559)

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theorem

• Polya enumeration theorem
• Redfield–Pólya theorem

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Language	Label	Description	Also known as
English	Pólya enumeration theorem	theorem	Polya enumeration theorem Redfield–Pólya theorem

Statements

instance of

theorem

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part of

list of theorems

language of work or name

English

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named after

George Pólya

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J. Howard Redfield

applies to name of subject

Redfield–Pólya theorem (English)

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studied in

combinatorics

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discoverer or inventor

J. Howard Redfield

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defining formula

${\displaystyle |Y^{X}/G|={\frac {1}{|G|}}\sum _{g\in G}m^{c(g)}}$

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imported from Wikimedia project

English Wikipedia

statement describes

orbit of a group action

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maintained by WikiProject

WikiProject Mathematics

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generalization of

Burnside's lemma

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Identifiers

Encyclopædia Britannica Online ID

topic/Polyas-theorem

subject named as

Polya’s theorem

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Freebase ID

/m/0c0081

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stated in

Freebase Data Dumps

publication date

28 October 2013

MathWorld ID

PolyaEnumerationTheorem

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imported from Wikimedia project

English Wikipedia

Microsoft Academic ID

54922343

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nLab ID

Pólya enumeration theorem

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Sitelinks

Wikipedia(11 entries)

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• dewiki Abzählsatz von Pólya
• enwiki Pólya enumeration theorem
• eswiki Teorema de enumeración de Pólya
• frwiki Théorème de dénombrement de Pólya
• jawiki ポーヤの計数けいすう定理ていり
• kowiki 포여 열거 정리
• ruwiki Теорема Редфилда — Пойи
• tawiki போல்யா எண்ணெடுப்புத் தேற்றம்
• trwiki Pólya'nın sayma teoremi
• ukwiki Теорема перерахування Поя
• zhwiki 波なみ利とぎ亞あ計數けいすう定理ていり

Wikibooks(0 entries)

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Wikinews(0 entries)

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Wikiquote(0 entries)

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Wikisource(0 entries)

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Wikiversity(0 entries)

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Wikivoyage(0 entries)

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Wiktionary(0 entries)

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Multilingual sites(0 entries)

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