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On the structure of the d-indivisible noncrossing partition posets
We study the poset of d-indivisible noncrossing partitions introduced by Mühle, Nadeau and Williams. These are noncrossing partitions such that each block and each dual block has cardinality~$1$ modulo $d$. Generalizing the work of Speicher, we introduce a generating function approach to reach new e
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