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Are idempotents in the group algebra of $S_n$ equivalent to Specht modules?

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#representation-theory #symmetric-groups #young-tableaux
614
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What are the end and coend of Hom in Set?

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#category-theory #permutations #trace #limits-colimits #young-tableaux
66
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Given n, do we have a formula for the greatest Hook number of an n-box Young diagram?

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#combinatorics #symmetric-groups #young-tableaux
117
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Question on definition of Schur polynomial from Fulton's Young Tableaux.

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#combinatorics #representation-theory #definition #integer-partitions #young-tableaux
149
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Compute Schutzenberger involution of a Young tableau without using Jeu de Taquin

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#combinatorics #young-tableaux
134
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Schur functors for $\mathfrak{S}_3$

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#representation-theory #tensor-products #symmetric-groups #young-tableaux
80
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Schur functors applied to irreducible representations of $S_n$

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#finite-groups #representation-theory #symmetric-groups #exterior-algebra #young-tableaux
31
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Littlewood-Richardson coefficients and conjugation of Young diagrams

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#combinatorics #young-tableaux
109
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Negative powers of the determinant representation of $U(N)$

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#representation-theory #lie-groups #unitary-matrices #young-tableaux
26
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Linear involution for Specht modules

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#representation-theory #symmetric-groups #symmetric-functions #young-tableaux
48
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Number of semi-standard Young tableaux of shape $\lambda$ with some entries fixed

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#algebraic-combinatorics #young-tableaux
100
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How many Young tableaux of size 6 are there?

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#young-tableaux
54
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Bijection between noncrossing sets of arcs and row-strict Young tableaux

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#combinatorics #reference-request #young-tableaux
34
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Constructing Young tableaux basic question

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#lie-algebras #young-tableaux

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