If I understand correctly, we want
max=: >./ #&> B
max&({.!._.) &> B

but not sure if your really want to play with _.

Сбт, 11 Дек 2010, Steven Taylor писал(а):
> pity that something like this wont work for the fill portion of the 2
> dimensional n-laminate .
> 
>     L=:(1 1 1 _. _. _. _.),(1 1 1 1 1 _. _.),:(1 1 1 1 1 1 1)
>     A=:(i.3),(i.5),:(i.7)
>     L*A
> 
> because
>    0*_.
> 0
> 
> but A+L does it!
> 
> Now to come up with the 1 and _. matrix based on a list of boxes.
>     B=:(1; 1 2 3; 1 2 3 4 5)
>     max=:>./ > # each B
>     ((1$~,_.$~max-)#) each B
> |domain error
> almost.  But 1$~,_. on its own works.
> 
> -Steven
> 
> On 11 December 2010 09:12, Steven Taylor <[email protected]> wrote:
> 
> > Hi,
> >
> > I like the way ,:!.f works. It's quite neat.
> >
> > What would be even better is if > open behaved a little like ,: does with
> > it's fill conjunction.
> >
> >    e.g.
> >    f=:_.
> >    [A=:(i.3),:!.f(i.5)
> > 0 1 2 _. _.
> > 0 1 2  3  4
> >
> >    we can extend that further with
> >    [A=:A,!.f(i.7)
> >    (but I suppose we've got a full copy of the existing A each time if we
> > were worried about performance.)
> >
> >    In any case, something like this just looks more elegant:
> >
> >    L=:(i.3);(i.5);(i.7)
> >    > L
> > 0 1 2 0 0 0
> > 0 1 2 3 0 0
> > 0 1 2 3 4 5
> >
> >    >!.f L
> > |domain error
> >
> > any ideas?  I migh play with something like this later: get count, get max
> > count of each boxed list. Prebuild filled array. Utilise special code form
> > of ammend... but there could be a loop  :(
> >
> > thanks,
> > -Steven
> >
> ----------------------------------------------------------------------
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