Remark 6.3.6.5. Let $f: X \rightarrow S$ be a universally localizing morphism of simplicial sets. Then $f$ is a weak homotopy equivalence (see Remark 6.3.1.16).
$\Newextarrow{\xhookrightarrow}{10,10}{0x21AA}$
Remark 6.3.6.5. Let $f: X \rightarrow S$ be a universally localizing morphism of simplicial sets. Then $f$ is a weak homotopy equivalence (see Remark 6.3.1.16).