to
reverse this so that the data array is first interpolated & resampled
and then converted by cmap to RGB?
Andrew Hawryluk
-
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> Eric Firing wrote:
>
> Andrew Hawryluk wrote:
>> The interpolation algorithm used in imshow() can produce spurious
>> results, as has been noted before:
>>
>> _http://article.gmane.org/gmane.comp.python.matplotlib.general/12062_
>>
>> This happen
ly parallel to line1, combine them by removing the
common point, leaving a single line where both end points existed in the
original data
Thanks again,
Andrew Hawryluk
<>
test.pdf
Description: test.pdf
--
This SF.net
> -Original Message-
> From: Michael Droettboom [mailto:md...@stsci.edu]
> Sent: 16 Jan 2009 1:31 PM
> To: Andrew Hawryluk
> Cc: matplotlib-devel@lists.sourceforge.net
> Subject: Re: [matplotlib-devel] path simplification can decrease the
> smoothness of data plots
&g
When I use Arial Unicode MS within matplotlib, it cannot save to any
PostScript-based formats (pdf, eps, ps). Apparently, the font has no
glyph names:
Traceback (most recent call last):
File "G:\Chem2009\GK6 Fan Dynamics\plotFanCurve.py", line 31, in
p.savefig('memo/figures/normalizedFanCur
> -Original Message-
> From: Jouni K. Seppänen [mailto:j...@iki.fi]
> Sent: 6 Apr 2009 1:20 PM
> To: matplotlib-devel@lists.sourceforge.net
> Subject: Re: [matplotlib-devel] cannot use some fonts on pdf, ps,eps
> backends
>
> "Andrew Hawryluk" writes:
0.352
=
It seems that semilogx could be made as fast as semilogy since they have
to do the same amount of work, but I'm not sure where the differences
lie. Can anyone suggest where I should look first?
Much thanks,
Andrew Hawryluk
matplotlib.__version__ = '0.99.1'
Windows XP Profe
> Hello,
> How did you get the cumtime listing? The output of the run doesn't produce a
> cumulative sum table as you showed here.
> Gökhan
No, it doesn't. The output of the run is four huge cProfile listings,
one for each plotting command tested. I manually searched the data for
long cumtime's
e attached image shows the
output compared with the previous version.
import numpy as n
import matplotlib.pyplot as p
a = n.random.normal(size=1)
a = a.reshape((100,100)) # make a 2D array of normally-distributed random
numbers
p.hist(a)
Thanks for your work on matplotlib!
Andrew Hawryl
Ah - that makes sense. I guess I didn't catch that change in the release notes.
Thanks again!
-Original Message-
From: Manuel Metz [mailto:[EMAIL PROTECTED]
Sent: 7 Jul 2008 11:49 AM
To: matplotlib-devel@lists.sourceforge.net
Cc: Andrew Hawryluk
Subject: Re: [matplotlib-devel]
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