Yinsong Chen

most citedOn enumeration and entropy of ribbon tilings

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.CO2024

An upper bound on the per-tile entropy of ribbon tilings

Simon Blackburn, Yinsong Chen, Vladislav Kargin

This paper considers $n$ -ribbon tilings of general regions and their per-tile entropy (the binary logarithm of the number of tilings divided by the number of tiles). We show that t…

math.CO2023

The Number of Ribbon Tilings for Strips

Yinsong Chen, Vladislav Kargin

First, we consider order- $n$ ribbon tilings of an $M$ -by- $N$ rectangle $R_{M, N}$ where $M$ and $N$ are much larger than $n$ . We prove the existence of the growth rate $γ_{n}$ of the…

math.PR2023★ 1 cited

On enumeration and entropy of ribbon tilings

Yinsong Chen, Vladislav Kargin

The paper considers ribbon tilings of large regions and their per-tile entropy (the logarithm of the number of tilings divided by the number of tiles). For tilings of general regio…