I was just wondering whether there exists a nice way to decompose the symmetric powers of the standard representation of $S_n$, $(n-1,1)$. I know such a formula exists for alternating powers but I can not find anything for symmetric powers.
Thanks
I was just wondering whether there exists a nice way to decompose the symmetric powers of the standard representation of $S_n$, $(n-1,1)$. I know such a formula exists for alternating powers but I can not find anything for symmetric powers.
Thanks
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