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- W271921465 abstract "Egge conjectured that permutations avoiding the set of patterns ${2143,3142,tau}$, where $tauin{246135,254613,263514,524361,546132}$, are enumerated by the large Schroder numbers. Consequently, ${2143,3142,tau}$ with $tau$ as above is Wilf-equivalent to the set of patterns ${2413,3142}$. Burstein and Pantone proved the case of $tau=246135$. We prove the remaining four cases. As a byproduct of our proof, we also enumerate the case $tau=4132$." @default.
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- W271921465 date "2014-10-01" @default.
- W271921465 modified "2023-09-27" @default.
- W271921465 title "Egge triples and unbalanced Wilf-equivalence" @default.
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