Poset Ramsey Numbers for Boolean Lattices

Linyuan Lu, Joshua C. Thompson

A subposet $Q^{\prime }$ of a poset $Q$ is a \textit{copy of a poset} $P$ if there is a bijection $f$ between elements of $P$ and $Q^{\prime }$ such that $x\le y$ in $P$ iff $f(x)\le f(y)$ in $Q^{\prime }$…