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homogeneous_compact_matrix_quantum_group

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Homogeneous compact matrix quantum group

Homogeneous compact matrix quantum groups are a particular class of compact matrix quantum groups introduced by Banica, Bichon and Collins in [BanBichColl07].

Definition

For every $N\in\N$ any compact $N\times N$-matrix quantum group $G$ is called homogeneous if the symmetric group $S_N$ is a compact matrix quantum subgroup of $G$, i.e., if $S_N\subseteq G$.

References

[BanBichColl07] Banica Teodor and Bichon Julien and Collins Benoit, 2007. The hyperoctahedral quantum group. Journal of the Ramanujan Mathematical Society, 22(4), pp.345–384.
homogeneous_compact_matrix_quantum_group.1581060498.txt.gz · Last modified: 2021/11/23 11:56 (external edit)

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