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How to evaluate $s_\lambda(q,q^2,\cdots,q^m)$? (principal specialisation of the schur function)

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#combinatorics #polynomials #generating-functions #symmetric-functions #young-tableaux
187
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A question on Young tableau.

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#representation-theory #symmetric-groups #young-tableaux
149
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Is a Standard Tableau determined by its descent set?

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#combinatorics #discrete-mathematics #integer-partitions #young-tableaux
47
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Does the product of two Schur functions always have a lattice structure with respect to the dominance order of partitions?

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#group-theory #symmetric-groups #symmetric-polynomials #young-tableaux #lattices-in-lie-groups
60
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Computing permutation character associated to a Young subgroup.

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#symmetric-groups #young-tableaux
106
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Promotion on semistandard Young tableaux.

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#combinatorics #young-tableaux
55
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Character of the irreducible representation $ψ^λ$ : $S_4$ → $Aut_C(S^λ)$

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#modules #representation-theory #characters #automorphism-group #young-tableaux
193
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Branching rule for $S_n$ proof by James

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#representation-theory #symmetric-groups #young-tableaux #branching-rules
68
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Parity of hooklengths in a partition diagram

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#combinatorics #integer-partitions #parity #young-tableaux
97
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A question about Fomin's local rules for growth diagrams

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#combinatorics #algorithms #symmetric-groups #symmetric-functions #young-tableaux
89
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Sum involving ${\frak{S}}_n$-character values and Kostka numbers

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#combinatorics #representation-theory #symmetric-groups #symmetric-functions #young-tableaux
23
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Scalars by which symmetrizations of cyclic permutations act on Specht modules

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#combinatorics #finite-groups #representation-theory #symmetric-groups #young-tableaux
100
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Young-Tableau Exercise Solution Help

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#young-tableaux
164
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About Young symmetrizer $c_{\lambda}$

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#representation-theory #young-tableaux
254
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Irreducible representations of $S_5$ and their Young diagrams

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#group-theory #permutations #representation-theory #young-tableaux

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