schemes - Properties stable under base change in algebraic geometry

I remember to have seen a big list in the EGA of properties $(P)$ such that:
if $f : X to Y$ has $(P)$ then, $f_{(S')} : X_{(S')}to Y_{(S')}$ has $(P)$, where $f_{(S')}$ is the morphism $f$ after a base change $S'to S$., etc. but I can't find it now...

Does anyone know where I can find such a list ?

(I am interested by $(P)$ = "to be a closed map")