On 7/31/07, Fernando Perez <fperez.net@gmail.com> wrote:
Hi all,
consider this little script:
from numpy import poly1d, float, float32 p=poly1d([1.,2.]) three=float(3) three32=float32(3)
print 'three*p:',three*p print 'three32*p:',three32*p print 'p*three32:',p*three32
which produces when run:
In [3]: run pol1d.py three*p: 3 x + 6 three32*p: [ 3. 6.] p*three32: 3 x + 6
The fact that multiplication between poly1d objects and numbers is:
- non-commutative when the numbers are numpy scalars - different for the same number if it is a python float vs a numpy scalar
is rather unpleasant, and I can see this causing hard to find bugs, depending on whether your code gets a parameter that came as a python float or a numpy one.
This was found today by a colleague on numpy 1.0.4.dev3937. It feels like a bug to me, do others agree? Or is it consistent with a part of the zen of numpy I've missed thus far?
It looks like a bug to me, but it also looks like it's going to be tricky to fix. What looks like is going on is that float32.__mul__ is called first. For some reason it calls poly1d.__array__. If one comments out __array__ it ends up doing something odd with __iter__ and __len__ and spitting out a different wrong answer. If both of those are removed, this script works OK. My guess is that this is the scalar object being too clever, but it might just be a bad interaction between the scalar object and poly1d. Poly1d has a lot of, perhaps too much, trickiness. -- . __ . |-\ . . tim.hochberg@ieee.org