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- W1668759655 abstract "We study the descent distribution over the set of centrosymmetric permutations that avoid the pattern of length 3. Our main tool in the most puzzling case, namely, $tau=123$ and $n$ even, is a bijection that associates a Dyck prefix of length $2n$ to every centrosymmetric permutation in $S_{2n}$ that avoids 123." @default.
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- W1668759655 date "2009-10-13" @default.
- W1668759655 modified "2023-09-27" @default.
- W1668759655 title "The Eulerian numbers on restricted centrosymmetric permutations" @default.
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