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Rook version of colored partition algebrasDOI: 10.1007/s13373-012-0022-y Keywords: Partition algebra,Centralizer algebra,Direct product,Wreath product,Symmetric group,16S20,16S50,16S99 Abstract: We study the rook version of the colored partition algebras P k (n, G) and ${\widehat{P}_k(n,G)}$ and we obtain the corresponding Schur–Weyl dualities.
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