(Q240046)

English

Shapley value

concept in game theory

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Statements

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1953

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defining formula

\phi _{ij}(val)=\sum _{S\subseteq \{x_{i1},\ldots ,x_{ip}\}\setminus \{x_{ij}\}}{\frac {|S|!\left(p-|S|-1\right)!}{p!}}\left(val\left(S\cup \{x_{ij}\}\right)-val(S)\right)

1 reference

A Value for n-Person Games

described by source

A Value for n-Person Games

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maintained by WikiProject

WikiProject Mathematics

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Identifiers

Encyclopædia Britannica Online ID

topic/Shapley-value

subject named as

Shapley value

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Encyclopedia of China (Third Edition) ID

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1 reference

Freebase Data Dumps

publication date

28 October 2013

Microsoft Academic ID

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1 reference

26 January 2022

https://docs.openalex.org/download-snapshot/snapshot-data-format

STW Thesaurus for Economics ID

mapping relation type

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Sitelinks

Wikipedia(12 entries)

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