Dear all,
I made a pull request for this: #3753, at
https://github.com/matplotlib/matplotlib/pull/3753
Cheers,
Fabio
On 11/03/2014 01:30 PM, Fabio Zanini wrote:
> @Pierre: Yeah, my code looks 99% the same like yours. I'll make a PR
> starting from a mix of both - probably closer to yours than t
@Pierre: Yeah, my code looks 99% the same like yours. I'll make a PR
starting from a mix of both - probably closer to yours than to mine :-P
@Jens: symlog extends to infinity, logit has a compact range, that's why
it's not exactly the same.
Ok I'll make a pull request. Shall I start with a test t
A pull request would be welcome. Note that we already have the symlog
scale
http://matplotlib.org/examples/pylab_examples/symlog_demo.html?highlight=symlog
which is essentially a logscale with a linear fraction in the centre. As I
understand this it is not quite the same but useful for a different
Hi Fabio,
Le 03/11/2014 11:41, Fabio Zanini a écrit :
> I've been using matplotlib with great satisfaction for a few years, but
> one feature I've been missing is a "logit" scale. This is essentially a
> nonlinear scale that is log both towards 0+ and log towards 1-.
Nice coincidence, I was also
Please create a pull request.
This sounds reasonable to me, but I have never seen a plot with that scale
and don't really understand it from your description. Seeing the code
usually clarifies things.
Tom
On Mon, Nov 3, 2014, 05:58 Fabio Zanini
wrote:
> Dear all,
>
> I've been using matplotlib
Dear all,
I've been using matplotlib with great satisfaction for a few years, but
one feature I've been missing is a "logit" scale. This is essentially a
nonlinear scale that is log both towards 0+ and log towards 1-. It is
useful when one has frequencies in a population (i.e. floats between 0
and
