Fixed-point combinator
= Fixed-point combinator
{wiki}
An untyped lambda term $Y$ is a fixed-point combinator when $Yf\equiv_\beta f(Yf)$ for every term $f$.
= Fixed-point combinator
{wiki}
An untyped lambda term $Y$ is a fixed-point combinator when $Yf\equiv_\beta f(Yf)$ for every term $f$.