List questions from symmetric-groups

Published on 18 Aug 2011 - 12:33

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Symmetric groups on sets with the same number of elements are isomorphic

Published on 30 Aug 2011 - 19:03

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How does $(12\dots n)$ and $(a\, b)$ generate $S_n$?

Published on 15 Sep 2011 - 18:18

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A question on partitions of n

Published on 31 Mar 2026 - 7:50

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Low-dimensional Irreducible Representations of $S_n$

Published on 02 Oct 2011 - 23:33

98

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$|S_X|=|S_Y| \Leftrightarrow |X|=|Y|$

Published on 18 Oct 2011 - 6:38

9.9k

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Enumerating all subgroups of the symmetric group

Published on 26 Oct 2011 - 20:42

748

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Help deriving that $\mathrm{sign} : S_n\to \{\pm 1\}$ is multiplicative

Published on 30 Mar 2026 - 5:28

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What are the least sets of generators for $S_n$

Published on 27 Nov 2011 - 17:52

700

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2-transitive subgroup of $S_n$ containing a 3-cycle

Published on 13 Dec 2011 - 20:54

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Proof that no permutation can be expressed both as the product of an even number of transpositions and as a product of an odd number of transpositions

Published on 27 Dec 2011 - 2:28

582

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generators of a transitive permutation group

Published on 04 Jan 2012 - 7:58

92

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Icosahedral group. Need the angles of all diagonals.

Published on 30 Mar 2026 - 9:52

238

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$A_5$ problem with normal subgroup

Published on 23 Jan 2012 - 17:42

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Symmetric Group S3 Symmetry

Published on 24 Jan 2012 - 7:28

List Question

Composition of permutations in $S_{3}$

Symmetric groups on sets with the same number of elements are isomorphic

How does $(12\dots n)$ and $(a\, b)$ generate $S_n$?

A question on partitions of n

Low-dimensional Irreducible Representations of $S_n$

$|S_X|=|S_Y| \Leftrightarrow |X|=|Y|$

Enumerating all subgroups of the symmetric group

Help deriving that $\mathrm{sign} : S_n\to \{\pm 1\}$ is multiplicative

What are the least sets of generators for $S_n$

2-transitive subgroup of $S_n$ containing a 3-cycle

Proof that no permutation can be expressed both as the product of an even number of transpositions and as a product of an odd number of transpositions

generators of a transitive permutation group

Icosahedral group. Need the angles of all diagonals.

$A_5$ problem with normal subgroup

Symmetric Group S3 Symmetry

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