Kappa-Suslin set
= Kappa-Suslin set
{c}
{title2=$\kappa$-Suslin}
A $\kappa$-Suslin set is an $X$-Suslin set with $X=\kappa$. If $X$ injects into $Y$, relabelling a <Suslin representation> shows that every $X$-Suslin set is $Y$-Suslin.
= Kappa-Suslin set
{c}
{title2=$\kappa$-Suslin}
A $\kappa$-Suslin set is an $X$-Suslin set with $X=\kappa$. If $X$ injects into $Y$, relabelling a <Suslin representation> shows that every $X$-Suslin set is $Y$-Suslin.