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15
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321-avoiding permutations and RSK

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#combinatorics #permutations #symmetric-groups #catalan-numbers #young-tableaux
882
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Standard representation of $S_5$

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#abstract-algebra #representation-theory #symmetric-groups #characters #young-tableaux
207
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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
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Young diagram for $S_5$

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#abstract-algebra #finite-groups #representation-theory #symmetric-groups #young-tableaux
93
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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
371
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Representation from Young tabloids

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#abstract-algebra #finite-groups #representation-theory #symmetric-groups #young-tableaux
363
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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
59
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Young tableaux of partition $3+1+1$ for the conjugacy classes of $S_5$

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#finite-groups #representation-theory #symmetric-groups #integer-partitions #young-tableaux
277
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Why is the Young symmetrizer non-zero?

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#finite-groups #representation-theory #symmetric-groups #idempotents #young-tableaux
219
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Use a Ferrers diagram to prove that $\sum\limits_{k=1}^m{P_k(n)} = P_m(n+m)$

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#combinatorics #integer-partitions #young-tableaux
216
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Arm and leg length of standard Young Tableux

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#combinatorics #integer-partitions #young-tableaux
397
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Characters of permutation representations for $S_4$

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#permutations #representation-theory #symmetric-groups #characters #young-tableaux
95
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Computing the characters of $\mathbf{1}_{D_n} \uparrow^{S_n}_{D_n}$

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#representation-theory #symmetric-groups #characters #dihedral-groups #young-tableaux
186
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55 Coins- / Young-Diagram Rearrangment-Riddle

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#puzzle #young-tableaux
546
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Special case of Pieri-Rule

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#combinatorics #representation-theory #symmetric-polynomials #young-tableaux

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