symmetric group
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group of bijective automorphisms of a set, also called bijective group: the group of bijections on a set (the group of all its permutations), whose group operation is function composition
In the Vinony graph
Vinony's link graph records 531 inbound references to symmetric group, and connects out to Lie group, group action and cyclic permutation.
Vinony files it under Finite reflection groups, Permutation groups and Symmetry.
Vinony links it to 28 Wikipedia language editions.
Wikidata facts
- Instance of
- set
- Has parts of class
- permutation
Show 3 more facts
- different from
- permutation group
- has operation
- function composition
- maintained by WikiProject
- WikiProject Mathematics
via Wikidata · CC0
Connections
Lie group
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group action
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cyclic permutation
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Young tableau
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group
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algebraic structure
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Klein four-group
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Sylow theorems
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topological group
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orthogonal group
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zbMATH Open
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presentation of a group
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quintic function
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outer automorphism group
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resolvent
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quantum mechanics
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International Standard Book Number
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complex number
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integer
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function
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