Ryan R. Martin

collaborators

2 papers

math.CO2025

Induced Saturation of the Poset 2C_2

Ryan R Martin, Nick Veldt

Given a set $X$ , the power set $P (X)$ , and a finite poset $P$ , a family $F \subset P (X)$ is said to be induced- $P$ -free if there is no injection $Ï: P\rightarrow…

math.CO2024

Saturation of $k$ -chains in the Boolean lattice

Ryan R. Martin, Nick Veldt

Given a set $X$ , a collection $F \subset P (X)$ is said to be $k$ -Sperner if it does not contain a chain of length $k + 1$ under set inclusion and it is saturated…

Induced Saturation of the Poset 2C_2

Saturation of k-chains in the Boolean lattice

Saturation of $k$ -chains in the Boolean lattice