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Can someone explain what this statement means (Groups and permutations) please?

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#group-theory #permutations #modular-arithmetic #symmetric-groups
882
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Standard representation of $S_5$

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#abstract-algebra #representation-theory #symmetric-groups #characters #young-tableaux
69
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Is it possible to find all subgroup of $Alt_4$ from all subgroup of the permutation group $S_4$?

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#group-theory #finite-groups #permutations #symmetric-groups
4.3k
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Solution check: the number of elements of order $p$ and Sylow $p$-subgroups in $S_p$?

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#group-theory #proof-verification #finite-groups #symmetric-groups #sylow-theory
204
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Product of standard and sign representation of $S_5$

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#abstract-algebra #representation-theory #symmetric-groups #characters #young-tableaux
56
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Find all subgroups of $S_4$ of order 2 and which ones are conjugate to which ones?

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#abstract-algebra #group-theory #symmetric-groups
1.9k
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how to find the stabilizer of a subgroup of $S_4$

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#group-theory #finite-groups #symmetric-groups
1.6k
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Young diagram for $S_5$

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#abstract-algebra #finite-groups #representation-theory #symmetric-groups #young-tableaux
91
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Confusing partitions of $S_5$ in two different sources

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#abstract-algebra #finite-groups #representation-theory #symmetric-groups #young-tableaux
194
Views

Question about symmetric group action

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#group-theory #finite-groups #permutations #symmetric-groups
69
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Let $n \ge 3$. Prove that there are $n!$ different one-to-one homomorphisms from $D_n$ to $S_n$

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#group-theory #finite-groups #symmetric-groups #group-homomorphism #dihedral-groups
369
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Representation from Young tabloids

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#abstract-algebra #finite-groups #representation-theory #symmetric-groups #young-tableaux
362
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Young tableaux to Specht polynomial to Irreducible representation for $(1,3,5) \in S_5$

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#linear-algebra #finite-groups #representation-theory #symmetric-groups #young-tableaux
1.4k
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In $S_{4}$, find a Sylow 2-subgroup and a Sylow 3-subgroup.

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#abstract-algebra #group-theory #finite-groups #symmetric-groups #sylow-theory
519
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Smallest symmetric group with subgroup Q

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#symmetric-groups #quaternions

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