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- W2409727333 abstract "We show that a signed Young permutation module $M(alpha|beta)$ has a Specht filtration in which a Specht module $S^lambda$ appears with a multiplicity given by the number of semistandard $lambda$-tableaux of type $(alpha|beta)$. We also construct a class of homomorphisms from a Specht module to a signed Young permutation module which generalise James' semistandard homomorphisms. The semistandard homomorphisms we have constructed form a basis for the space $mathrm{Hom}_{mathbb{F}mathfrak{S}_n}(S^lambda,M(alpha|beta))$ in the semisimple case." @default.
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- W2409727333 date "2016-06-02" @default.
- W2409727333 modified "2023-09-27" @default.
- W2409727333 title "Signed Young's Rule and Semistandard Homomorphisms" @default.
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