Pakawut Jiradilok

activity

20182022

most citedDouble Rim Hook Cluster Algebras

2 citations · 2 across the 3 of their papers we have counts for

collaborators

5 papers

math.PR2025

Random Subwords and Billiard Walks in Affine Weyl Groups

Colin Defant, Pakawut Jiradilok, Elchanan Mossel

Let $W$ be an irreducible affine Weyl group, and let $b$ be a finite word over the alphabet of simple reflections of $W$ . Fix a probability $p \in (0, 1)$ . For each integer $…

math.CO2022

Large-scale Rook Placements

Pakawut Jiradilok

For each certain "nice" piecewise linear function $f : [0, 1] \to [0, 1]$ , we consider a family of growing Young diagrams ${λ (f, N)}_{N = 1}^{\infty}$ by enlarging the region under the…

math.CO2021★ 2 cited

Double Rim Hook Cluster Algebras

Michael Chmutov, Pakawut Jiradilok, James Stevens

We describe an infinite family of non-Plücker cluster variables inside the double Bruhat cell cluster algebra defined by Berenstein, Fomin, and Zelevinsky. These cluster variables…

math.CO2021

Transportation Distance between Probability Measures on the Infinite Regular Tree

Pakawut Jiradilok, Supanat Kamtue

In the infinite regular tree $T_{q + 1}$ with $q \in Z_{\geq 2}$ , we consider families ${μ_{u}^{n}}$ , indexed by vertices $u$ and nonnegative integers ("discrete time…

math.CO2018

Zonotopes whose cellular strings are all coherent

Rob Edman, Pakawut Jiradilok, Gaku Liu +1

A cellular string of a polytope is a sequence of faces stacked on top of each other in a given direction. The poset of cellular strings, ordered by refinement, is known to be homot…