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- W4225620011 abstract "A family of symmetric functions $tilde{s}_lambda$ was introduced in [OZ], and independently in [AS]. The $tilde{s}_lambda$ encode many stability properties of representations of symmetric groups (e.g. when multiplied, the structure constants are reduced Kronecker coefficients). We show that the structure constants for the Kronecker comultiplication $Delta^*$ are multiplicities for the restriction of irreducible representations from $S_{mn}$ to $S_m times S_n$ (provided $m$ and $n$ are sufficiently large), and use the structure of $tilde{s}_lambda$ to demonstrate two-row stability properties of these restriction multiplicities." @default.
- W4225620011 created "2022-05-05" @default.
- W4225620011 creator A5054026181 @default.
- W4225620011 date "2021-12-02" @default.
- W4225620011 modified "2023-09-26" @default.
- W4225620011 title "Kronecker Comultiplication of Stable Characters and Restriction From $S_{mn}$ to $S_m times S_n$" @default.
- W4225620011 hasPublicationYear "2021" @default.
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