3 citations · 3 across the 1 of their papers we have counts for
2 papers
math.PR2026★ 3 cited
Scaling limits of permutations avoiding long decreasing sequences
Christopher Hoffman, Douglas Rizzolo, Erik Slivken
We determine the scaling limit for permutations conditioned to have longest decreasing subsequence of length at most . These permutations are also said to avoid the pattern $(d+…
math.PR2026
Permuton limits for some permutations avoiding a single pattern
Kaitlyn Hohmeier, Erik Slivken
Permutons are probability measures on the unit square with uniform marginals that provide a natural way to describe limits of permutations. We are interested in the permuton limits…