On Wed, Oct 24, 2012 at 3:27 AM, Linda Alvord <lindaalv...@verizon.net> wrote:
> m&v y ↔ m v y This is the definition of bond (monadic)
>
> u&v y ↔ u v y . This is the definition of compose (dyadic)
>
>
> =&{: is the definition which I used earlier as =&{: B
>
> I was told that I was using & dyadically so it was compose.
We need to be careful about using the word "it" in learning contexts.
Also, J grammar is regular, so we need to be very careful when
describing the use of that grammar.
In J, "dyad" refers to the combining definition (usually of a verb,
since verbs have two definitions), while "monad" refers to the
non-combining definition (usually of a verb...)
Anyways, I'm having a problem with "I was told that I was using &
dyadically so it was compose." because & in =&{: is compose but not
because & was being used dyadically.
The & itself is used dyadically in =&{: and in 1&+ and in *&2 but only
one of those is compose. And all three of those derived verbs have
both monadic and dyadic definitions. Instead "compose" would be
because both arguments to & were verbs. (Which was probably the
intent of the "it was compose" sentence, but the words were wrong for
me.)
It might be interesting to write a J conjunction which acts like &
ampersand=:2 :0
NB. monad
select. #.*nc;:'u v'
case. 0 do. assert. 0 NB. invalid
case. 1 do. m v y NB. left bond
case. 2 do. y u n NB. right bond
case. 3 do. ([: u v)"v y NB. compose monad
end.
:
NB. dyad (combining form)
select. #.*nc;:'u v'
case. 0 do. assert. 0 NB. invalid
case. 1 do. (m ampersand v)^:x y NB. left bond
case. 2 do. (u ampersand n)^:x y NB. right bond
case. 3 do. x (([: v [) u ([: v ]))"v y NB. compose dyad
end.
)
Note that I would need to introduce another level of abstraction if I
wanted an immediate syntactic warning for the invalid case.
amp=:2 :0
select. #.*nc;:'u v'
case. 0 do. assert. 0 NB. invalid
case. 1;2;3 do. u ampersand v
end.
)
Note also that this implementation displays differently from the
builtin (for the cases where the resulting derived verb is not used to
generate a result). But unless I have made an error these will
function the same way the built in works.
I hope this helps,
--
Raul
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