> From: Don Watson
> 
> From: "bill lam" 
> 
> >I only read the doc in brief, your notation such as
> >   D M M M
> >
> > is non-J in that verb is ambivalent. eg `%' could mean division or
> > reciprocal depending on context (untested).
> >
> __________________________________________________________________
> 
>     At some point a decision was made to abandon the right to left rule
> with
> the fork, which is the fundamental component of tacit programming. The
> (MDM)
> format leads to a strict verb alteration MDMDMDMDM in tacit
> programming. The
> way J identifies whether a verb symbol is monadic or dyadic is by its
> position in the verb train - the first is monadic, the second dyadic
> and so
> on.

I think what Bill was trying to point out is that the valence of a verb does 
not depend on its position in the verb train, but on its context.

Here is a tacit train of 3 verbs:
  (* % -)
Currently we (and J) have no idea whether * and - will be monadic or dyadic 
verbs. We don't know until we give the sentence nouns.
In the following sentence  *  and - are monadic because only a right argument 
is supplied:
   (* % -) 3 2 4 
_0.333333 _0.5 _0.25
Here they are dyadic because both a left and right argument is supplied:
   7 (* % -) 3 2 4 
5.25 2.8 9.33333

% is dyadic in both cases because when it gets around to being executed it has 
both left and right noun arguments 
(the results of * 3 2 4 or 7 * 3 2 4 and - 3 2 4 or 7 - 3 2 4).

I think perhaps your first statement is also incorrect or at least imprecise - 
Tacit form does not abandon right to left parsing, it just changes the order of 
execution in the same way as parentheses can in explicit form.

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