This is the section that mentions it:
> Discussion of Hook and Fork
Hook. In combinatory logic one of the most useful primitive combinators is designated by S [Sch24]. Curry defines Sfgx in prefix notation to be fx(gx) [CuFeCr74]. In common mathematical infix notation this would be given by (x)f(g(x)) , which one can write in APL as xfgx , and this is the hook form (fg)x . The combinatory logician appreciates this form because of its great expressiveness: it can be shown that S , along with K , the constancy combinator, suffice to define all other combinators of interest [Ro50]. (The const…