Victor Dubach

activity

20232026

most citedLocally uniform random permutations with large increasing subsequences

4 citations · 7 across the 6 of their papers we have counts for

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Showing 2026 · math.PRShow all

3 papers · 2 filters

math.PR2026

The longest increasing subsequences of Luce permutations and permutons

Jacopo Borga, Victor Dubach

We investigate the longest increasing subsequences (LIS) of random permutations distributed under the Luce model with weights $θ_{1}^{(n)} \geq \dots \geq θ_{n}^{(n)}$ . Our first main r…

math.PR2026

Limits of descent-biased trees

Victor Dubach, Paul Thévenin, Stephan Wagner

We investigate scaling and local limits of random trees biased according to their number of descents. A descent in a rooted labeled tree $t$ is a parent-child pair such that the la…

math.PR2026

Large deviation principles for pattern-avoiding permutations, and limit shapes for constrained Mallows permutations

Thomas Budzinski, Victor Dubach, Valentin Féray +2

We study Mallows random permutations conditioned to avoid a given pattern $α$ of length~ $3$ . When the bias parameter is of the form $e^{β / n}$ , we prove that these permutations conv…