Another possible way to emphasize what's going on here might be to
split 'v' up into multiple instances (one for each cell) in the &
case. (Though, there, drawing a box around the 'v' part, to show the
scope of the verb and distinguish the definition from the application
-- possibly even backed up by another sentence or something? -- might
be even more important.)

Thanks,

-- 
Raul

On Sat, Mar 28, 2020 at 7:37 PM Henry Rich <[email protected]> wrote:
>
> Perhaps you could improve the diagram as Raul suggested, by showing that
> 'break y into cells' occurs as part of u&v processing while in u&:v it
> is part of v processing.
>
> The point of the diagram is to show the difference between u&v and u&:v
> (and u@v and u@:v) and it does that beautifully. Every J
> beginner-to-amateur has trouble with that.  I'm not sure drawing the
> distinction between what is in u&v versus v is worth making the diagram
> harder for a beginner to follow.
>
> Henry Rich
>
> On 3/28/2020 3:33 PM, Raul Miller wrote:
> > I would put it this way:
> >
> > The diagram could better distinguish between the structure of v and
> > the structure of & (or &:).
> >
> > Probably a light grey box drawn around the "v part" (and the "u part")
> > would help make this distinction clear.
> >
> > (But, since it's an image, and I don't know how the image was
> > originally created, I don't know how much work that would be.)
> >
> > That said, it's not so much misleading as pointing at a fundamental
> > lack of understanding about how & (and &:) work.
> >
> > Perhaps, there might be another way of doing the diagram, also, that
> > I'm not seeing, that would make this clearer???
> >
> > Thanks,
> >
> >
> > --
> > Raul
> >
> > On Sat, Mar 28, 2020 at 3:14 PM 'Sergey Kamenev' via Programming
> > <[email protected]> wrote:
> >> Thanks for clarifying.
> >>
> >> 3) In my opinion, phrases on diagram
> >> * split x into cell
> >> * split y into cell
> >>
> >> do not provide anything for understanding conjunctions and could be 
> >> removed.
> >>
> >> They apply generally to any verb.
> >>
> >> 4) The phrase on the diagram "apply v to each cell" is misleading.
> >>
> >> It would be more correct to say that the verb is applied to the cells 
> >> according to its rank.
> >> Or just "the verb applies to cells."
> >>
> >> The words "each cell" is misleading.
> >>
> >> Sergey.
> >>
> >> 28.03.2020 22:02, Henry Rich пишет:
> >>> Even when you apply v to the entire y, you must first split y into cells 
> >>> so that it can be applied to v.   Every verb operates on cells whose rank 
> >>> is no higher than the rank of the verb.
> >>>
> >>> In other words, the splitting is not part of u@:v - it is part of 
> >>> executing v itself.
> >>>
> >>> Henry Rich
> >>>
> >>> On 3/28/2020 2:58 PM, 'Sergey Kamenev' via Programming wrote:
> >>>> My comments relate to the third column of the diagram.
> >>>>
> >>>> 1. I don’t understand why it is written on the diagram that Y should be 
> >>>> splitted into cells
> >>>>   if the verb V should be applied to the whole argument Y.
> >>>>
> >>>> 2. The diagram says the verb V must apply individually to each cell Y,
> >>>> and at the top of the page it says that the verb must apply to the 
> >>>> entirety argument Y.
> >>>>
> >>>> 28.03.2020 21:41, Henry Rich пишет:
> >>>>> I don't see what's wrong with the picture.  Can you be specific?
> >>>>>
> >>>>> y must always be split into cells, regardless of whether you use & or 
> >>>>> &: .  The difference comes in whether you collect the results before 
> >>>>> applying them to u .
> >>>>>
> >>>>> Henry Rich
> >>>>>
> >>>>> On 3/28/2020 2:36 PM, 'Sergey Kamenev' via Programming wrote:
> >>>>>> Health to all!
> >>>>>>
> >>>>>> Page:
> >>>>>> https://code.jsoftware.com/wiki/Vocabulary/ampco
> >>>>>>
> >>>>>> Written at the top of the page:
> >>>>>> Applies verb v to each argument in its entirety, and then applies verb 
> >>>>>> u to the result(s) of v
> >>>>>>
> >>>>>> The diagram says about &: (bottom to top):
> >>>>>>
> >>>>>> * split y into cell
> >>>>>> * apply v to each cell
> >>>>>>
> >>>>>> Nice day!
> >>>>>> Sergey Kamenev
> >>>>>> ----------------------------------------------------------------------
> >>>>>> For information about J forums see http://www.jsoftware.com/forums.htm
> >>>>>
> >>>> ----------------------------------------------------------------------
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> >>>
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>
>
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