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Description
These functions:
__setitem__
__iadd__
and other in-place operatorsclip
nextafter
Have in common that the output dtype must match the dtype of the first parameter. This is unlike most other binary or ternary functions, where all parameters are free to be be promoted against each other.
Q: Are there other such functions?
Beyond this, however, these functions differ substantially in the details:
First parameter is a Python scalar
- in
__setitem__
,__iadd__
, andclip
, the first parameter must be an array. This is an obvious necessity for__setitem__
and__iadd__
, because it's a method, but not forclip
. - in
nextafter
, the first parameter can be a Python scalarint | float
. The spec is not clear on what must happen in this case; I interpret it as "the output dtype must be the dtype of x if x is an array, otherwise follow the normal dtype promotion rules and return float32 or float64 depending on the dtype of y." It could use an explicit clarification.
Second parameter is an array of different dtype
- In
__setitem__
and__iadd__
, if the second parameter (value
) is an array it can be automatically promoted to the dtype of the first parameter (self
). - In
clip
, behaviour is undefined. Which to me is weird, because the result would be unambiguous in all cases whereminimum
andmaximum
are defined and have an output dtype matching the first parameter - for example,clip(int16, min=int8, max=int8)
. - In
nextafter
, behaviour is also undefined, which again to me is weird because it is unambiguous in all cases where__lt__
,__gt__
, and__eq__
are defined; in other wordsnextafter(float64, float32)
is unambiguous.
Proposed changes
- Allow
clip
to have the first parameter as a Python scalar, like it already happens innextafter
- Allow
min
andmax
parameters inclip
and they
parameter innextafter
to be arrays of a dtype promotable tox.dtype
, like it already happens in__setitem__
- Add a section to the dtype promotion page for "pinned" or "bound" dtype promotion, defining a general rule
- Have
__setitem__
,clip
, andnextafter
point to this general rule
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