Tom Lane wrote:
> Markus Bertheau ☭ <twanger@bluetwanger.de> writes:
>
>>By analogy, array_upper('{}'::TEXT[], 1) should return 0 instead of
>>NULL.
>
> No, that doesn't follow ... we've traditionally considered '{}' to
> denote a zero-dimensional array. A 1-D array of no elements is
> '[1:0]={}', just as Joe shows ... or at least it would be except
> for an overenthusiastic error check:
>
> regression=# select '[1:0]={}' :: int[];
> ERROR: upper bound cannot be less than lower bound
>
> I think this should be a legal boundary case. In general, it should be
> possible to form zero-size arrays of any number of dimensions.
>
I've been playing with exactly this over the weekend. Of course, as
usual, the devil is in the details. For instance, using the above
notation, how would I specify a zero-element 1D array starting at a
lower bound index of 0? The answer following the above pattern would be:
select '[0:-1]={}'::int[];
You could not use '[0:0]={}'::int[], because that would be a one-element
array. I propose the following instead:
regression=# select '[1:]={}' :: int[]; int4
------ {}
(1 row)
regression=# select array_dims('[1:]={}' :: int[]); array_dims
------------ [1:]
(1 row)
In other words, an missing upper bound indicates zero elements.
Now the next question; what does a 2D zero-element array look like? I
think this makes sense:
regression=# select '[1:2][1:]={{},{}}'::int[]; int4
------ {}
(1 row)
Except (I think) array_out() should probably output something closer to
the input literal. Any thoughts on this?
Joe