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I agree with Number 2 and 4. On Sat, Oct 27, 2018 at 12:38 AM Eric Wieser <wieser.eric+numpy@gmail.com> wrote:
in order to be used prior to calling C or Fortran code that expected at least a 1-d array
I’d argue that the behavior for these functions should have just been to raise an error saying “this function does not support 0d arrays”, rather than silently inserting extra dimensions. As a bonus, that would push the function developers to add support for 0d. Obviously we can’t make it do that now, but what we can do is have it emit a warning in those cases.
I think our options are:
1. Deprecate the entire function 2. Deprecate and eventually(?) throw an error upon calling the function on 0d arrays, with a message like *“in future using ascontiguousarray to promote 0d arrays to 1d arrays will not be supported. If promotion is intentional, use ascontiguousarray(atleast1d(x)) to silence this warning and keep the old behavior, and if not use asarray(x, order='C') to preserve 0d arrays”* 3. Deprecate (future-warning) when passed 0d arrays, and eventually skip the upcast to 1d. If the calling code really needed a 1d array, then it will probably fail, which is not really different to 2, but has the advantage that the names are less surprising. 4. Only improve the documentation
My preference would be 3
Eric
On Fri, 26 Oct 2018 at 17:35 Travis Oliphant <teoliphant@gmail.com> wrote:
On Fri, Oct 26, 2018 at 7:14 PM Alex Rogozhnikov <
alex.rogozhnikov@yandex.ru> wrote:
If the desire is to shrink the API of NumPy, I could see that.
Very good desire, but my goal was different.
For some users this is exactly what is wanted.
Maybe so, but I didn't face such example (and nobody mentioned those so far in the discussion). The opposite (according to the issue) happened. Mxnet example is sufficient in my opinion.
I agree that the old motivation of APIs that would make it easy to create SciPy is no longer a major motivation for most users and even developers and so these reasons would not be very present (as well as why it wasn't even mentioned in the documentation).
Simple example: x = np.zeros([]) assert(x.flags.c_contiguous) assert(np.ascontiguousarray(x).shape == x.shape)
Behavior contradicts to documentation (shape is changed) and to name (flags are saying - it is already c_contiguous)
If you insist, that keeping ndmin=1 is important (I am not yet convinced, but I am ready to believe your autority), we can add ndmin=1 to functions' signatures, this way explicitly notifying users about expected dimension.
I understand the lack of being convinced. This is ultimately a problem of 0-d arrays not being fully embraced and accepted by the Numeric community originally (which NumPy inherited during the early days). Is there a way to document functions that will be removed on a major version increase which don't print warnings on use? I would support this.
I'm a big supporter of making a NumPy 2.0 and have been for several years. Now that Python 3 transition has happened, I think we could seriously discuss this. I'm trying to raise funding for maintenance and progress for NumPy and SciPy right now via Quansight Labs http://www.quansight.com/labs and I hope to be able to help find grants to support the wonderful efforts that have been happening for some time.
While I'm thrilled and impressed by the number of amazing devs who have kept NumPy and SciPy going in mostly their spare time, it has created challenges that we have not had continuous maintenance funding to allow continuous paid development so that several people who know about the early decisions could not be retained to spend time on helping the transition.
Your bringing the problem of mxnet devs is most appreciated. I will make a documentation PR.
-Travis
Alex.
27.10.2018, 02:27, "Travis Oliphant" <teoliphant@gmail.com>:
What is the justification for deprecation exactly? These functions have been well documented and have had the intended behavior of producing arrays with dimension at least 1 for some time. Why is it unexpected to produce arrays of at least 1 dimension? For some users this is exactly what is wanted. I don't understand the statement that behavior with 0-d arrays is unexpected.
If the desire is to shrink the API of NumPy, I could see that. But, it seems odd to me to remove a much-used function with an established behavior except as part of a wider API-shrinkage effort.
0-d arrays in NumPy are a separate conversation. At this point, I think it was a mistake not to embrace 0-d arrays in NumPy from day one. In some sense 0-d arrays *are* scalars at least conceptually and for JIT-producing systems that exist now and will be growing in the future, they can be equivalent to scalars.
The array scalars should become how you define what is *in* a NumPy array making them true Python types, rather than Python 1-style "instances" of a single "Dtype" object. You would then have 0-d arrays and these Python "memory" types describing what is *in* the array.
There is a clear way to do this, some of which has been outlined by Nathaniel, and the rest I have an outline for how to implement. I can advise someone on how to do this.
-Travis
On Thu, Oct 25, 2018 at 3:17 PM Alex Rogozhnikov < alex.rogozhnikov@yandex.ru> wrote:
Dear numpy community,
I'm planning to depreciate np.asfortranarray and np.ascontiguousarray functions due to their misbehavior on scalar (0-D tensors) with PR #12244.
Current behavior (converting scalars to 1-d array with single element) - is unexpected and contradicts to documentation - probably, can't be changed without breaking external code - I believe, this was a cause for poor support of 0-d arrays in mxnet. - both functions are easily replaced with asarray(..., order='...'), which has expected behavior
There is no timeline for removal - we just need to discourage from using this functions in new code.
Function naming may be related to how numpy treats 0-d tensors specially, and those probably should not be called arrays. https://www.numpy.org/neps/nep-0027-zero-rank-arrarys.html However, as a user I never thought about 0-d arrays being special and being "not arrays".
Please see original discussion at github for more details https://github.com/numpy/numpy/issues/5300
Your comments welcome, Alex Rogozhnikov
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