X-Suslin set
= X-Suslin set
{c}
{title2=$X$-Suslin}
A set $A\subseteq\omega^\omega$ is $X$-Suslin when $A=p[T]$ for a <tree> $T\subseteq(X\times\omega)^{<\omega}$.
= X-Suslin set
{c}
{title2=$X$-Suslin}
A set $A\subseteq\omega^\omega$ is $X$-Suslin when $A=p[T]$ for a <tree> $T\subseteq(X\times\omega)^{<\omega}$.