half-liberated_orthogonal_easy_quantum_groups
Half-liberated orthogonal easy quantum group
Half-liberated easy orthogonal quantum groups are a particular class of easy orthogonal quantum groups each of which can be seen as interpolating a classical matrix group and its free, “liberated” version (without being classical or free itself). There is also a corresponding notion of half-liberated unitary easy quantum group.
Definition
An orthogonal easy quantum group 
associated partition category 
is called half-liberated if 
. Equivalently, the corepresentation category 
of 
contains the intertwinter 
for 
but not for 
.
half-liberated_orthogonal_easy_quantum_groups.txt · Last modified: 2021/11/23 11:56 (external edit)
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