> Hey Albrecht.
> By the way, don't hesitate to ask questions at the issues
> if you are unsure on how to address them or how to choose one.
> Feedback on the issue-tracker is often near real-time.
>
> Cheers,
> Andy
>
>
> On 09/03/2012 02:09 AM, Analytic Bastard
est.
Also, according to their paper "Brownian Distance Covariance", their
p-value is always less than that of the correlation (see the examples
there).
2012/9/3 Gael Varoquaux
> On Mon, Sep 03, 2012 at 01:54:58AM +0200, Analytic Bastard wrote:
> >It would be useful to te
previous email.
Will setup that way also.
2012/9/3 Robert Layton
> On 3 September 2012 11:33, Analytic Bastard > wrote:
>
>> Hi there,
>>
>> just for you to know that
>>
>> $ git clone g...@github.com:YourLogin/scikit-learn.git
>>
>>
Hi there,
just for you to know that
$ git clone g...@github.com:YourLogin/scikit-learn.git
in
http://scikit-learn.org/stable/developers/index.html#contributing-code
does not work for me.
I used
git clone https://github.com/buhosabio/scikit-learn.git
I got the following error
git clone g...
Thanks Olivier,
I'll have a look at the URLs you gave me and comment again at some more
godly hours!
Good night!
2012/9/3 Olivier Grisel
> 2012/9/3 Analytic Bastard :
> > Hi Olivier,
> >
> > Yes that is the coefficient/statistic. Fukumizu, Gretton and coworkers
&g
O btw, you are right in your application,
Since you are able to capture more non-linearities, a similarity matrix for
time series data or a functional data dataset can be computed with this
non-linear correlation coefficient.
2012/9/3 Analytic Bastard
> Hi Olivier,
>
> Yes th
le to try to classify or do regression with them.
In any case, I am willing to implement any desired feature that is already
listed.
2012/9/3 Olivier Grisel
> 2012/9/3 Analytic Bastard :
> > Hi guys,
> >
> > My name is Javier and I am a machine learning researcher.
> &
Hi guys,
My name is Javier and I am a machine learning researcher.
Currently, I am learning Python and found out this excellent package. I
would like to contribute by implementing any planned feature and by
implementing some ideas such as a non-linear correlation coefficient by
SZÉKELY and RIZZO.
