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non-group-theoretical_hyperoctahedral_categories_of_partitions [2020/04/18 07:21]
amang [Associated easy quantum group]
non-group-theoretical_hyperoctahedral_categories_of_partitions [2021/11/23 11:56] (current)
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     * where $Y_1$, $Y_2$ and $Y_3$ contain none of the letters $a_1,​\ldots,​a_k$.     * where $Y_1$, $Y_2$ and $Y_3$ contain none of the letters $a_1,​\ldots,​a_k$.
  
-Any such partition is necessarily of [[category of partitions of even size|even size]] and has [[category of partitions with blocks of even size and even distances between legs|even distances between ​legs]]. Moreover, if $l\leq 1$, then it is also [[category of all non-crossing partitions|non-crossing]].+Any such partition is necessarily of [[category of partitions of even size|even size]] and has [[category of partitions with blocks of even size and even distances between legs|parity-balanced ​legs]]. Moreover, if $l\leq 1$, then it is also [[category of all non-crossing partitions|non-crossing]].
  
 ===== Canonical Generator ===== ===== Canonical Generator =====
non-group-theoretical_hyperoctahedral_categories_of_partitions.txt ยท Last modified: 2021/11/23 11:56 (external edit)