2C. Ambivalent Functions
The phrase h=: f : g defines h as the function whose monadic case is f and whose dyadic case is g . The components f and g may be functions already defined and named, or they may be tacit or explicit phrases. Moreover, either (but not both) may be defined in terms of the other by using $: for self-reference in a tacit definition.
v0=: 10&^. : ^. |
Base 10 log for monadic case |
v1=: 10&$: : ^. |
Same using self-reference to dyad |
v2=: 10&^. : ($:@] * ^.@(10"0) % ^.@[) |
Same using self-reference to monad |
d3=: res=: [: : | |
Domain of monad is empty (dyadic only) |
m4=: abs=: | : [: |
Domain of dyad is empty (monadic only) |