SourceForge logo
SourceForge logo
Menu

matplotlib-devel — matplotlib developers

You can subscribe to this list here.

2003 Jan
Feb
Mar
Apr
May
Jun
Jul
Aug
Sep
Oct
(1)
Nov
(33)
Dec
(20)
2004 Jan
(7)
Feb
(44)
Mar
(51)
Apr
(43)
May
(43)
Jun
(36)
Jul
(61)
Aug
(44)
Sep
(25)
Oct
(82)
Nov
(97)
Dec
(47)
2005 Jan
(77)
Feb
(143)
Mar
(42)
Apr
(31)
May
(93)
Jun
(93)
Jul
(35)
Aug
(78)
Sep
(56)
Oct
(44)
Nov
(72)
Dec
(75)
2006 Jan
(116)
Feb
(99)
Mar
(181)
Apr
(171)
May
(112)
Jun
(86)
Jul
(91)
Aug
(111)
Sep
(77)
Oct
(72)
Nov
(57)
Dec
(51)
2007 Jan
(64)
Feb
(116)
Mar
(70)
Apr
(74)
May
(53)
Jun
(40)
Jul
(519)
Aug
(151)
Sep
(132)
Oct
(74)
Nov
(282)
Dec
(190)
2008 Jan
(141)
Feb
(67)
Mar
(69)
Apr
(96)
May
(227)
Jun
(404)
Jul
(399)
Aug
(96)
Sep
(120)
Oct
(205)
Nov
(126)
Dec
(261)
2009 Jan
(136)
Feb
(136)
Mar
(119)
Apr
(124)
May
(155)
Jun
(98)
Jul
(136)
Aug
(292)
Sep
(174)
Oct
(126)
Nov
(126)
Dec
(79)
2010 Jan
(109)
Feb
(83)
Mar
(139)
Apr
(91)
May
(79)
Jun
(164)
Jul
(184)
Aug
(146)
Sep
(163)
Oct
(128)
Nov
(70)
Dec
(73)
2011 Jan
(235)
Feb
(165)
Mar
(147)
Apr
(86)
May
(74)
Jun
(118)
Jul
(65)
Aug
(75)
Sep
(162)
Oct
(94)
Nov
(48)
Dec
(44)
2012 Jan
(49)
Feb
(40)
Mar
(88)
Apr
(35)
May
(52)
Jun
(69)
Jul
(90)
Aug
(123)
Sep
(112)
Oct
(120)
Nov
(105)
Dec
(116)
2013 Jan
(76)
Feb
(26)
Mar
(78)
Apr
(43)
May
(61)
Jun
(53)
Jul
(147)
Aug
(85)
Sep
(83)
Oct
(122)
Nov
(18)
Dec
(27)
2014 Jan
(58)
Feb
(25)
Mar
(49)
Apr
(17)
May
(29)
Jun
(39)
Jul
(53)
Aug
(52)
Sep
(35)
Oct
(47)
Nov
(110)
Dec
(27)
2015 Jan
(50)
Feb
(93)
Mar
(96)
Apr
(30)
May
(55)
Jun
(83)
Jul
(44)
Aug
(8)
Sep
(5)
Oct
Nov
(1)
Dec
(1)
2016 Jan
Feb
Mar
(1)
Apr
May
Jun
(2)
Jul
Aug
(3)
Sep
(1)
Oct
(3)
Nov
Dec
2017 Jan
Feb
(5)
Mar
Apr
May
Jun
Jul
(3)
Aug
Sep
(7)
Oct
Nov
Dec
2018 Jan
Feb
Mar
Apr
May
Jun
Jul
(2)
Aug
Sep
Oct
Nov
Dec
S M T W T F S




1
(1)
2
(10)
3
(2)
4
5
(2)
6
7
8
9
(3)
10
11
(1)
12
(2)
13
(2)
14
(5)
15
(5)
16
(5)
17
(1)
18
(1)
19
(1)
20
(5)
21
(2)
22
(4)
23
(1)
24
(3)
25
(14)
26
(6)
27
(6)
28
(7)
29
(2)
30

Showing 3 results of 3

From: Eric F. <ef...@ha...> - 2010年04月24日 18:29:54
Michiel de Hoon wrote:
> Hi everybody,
> 
> A number of years ago I wrote a function to do Lowess smoothing to calculate a smooth curve through a scatter plot. I copied an example script below and attached the resulting figure to this mail.
> I think that such a smoothing function would be a useful addition to matplotlib. Does anybody have any objections against me adding this to matplotlib? If not, what would be a suitable place to put this function?
> 
> --Michiel.
> 
Michiel,
Certainly it would be good to have that function available, but I'm not 
in favor of putting it in mpl. The trend has been to try to reduce 
overlap among mpl, numpy, and scipy. To that end, scipy seems like the 
natural home for smoothing functions.
Eric
> 
> from pylab import *
> 
> x = arange(0,10,0.01)
> ytrue = exp(-x/5.0) + 2*sin(x/3.0)
> 
> # add random errors with a normal distribution 
> y = ytrue + normal(size=len(x))
> scatter(x,y,color='cyan')
> 
> # calculate a smooth curve through the scatter plot
> ys = smooth(x, y, 'lowess')
> plot(x,ys,'red',linewidth=3)
> 
> # draw the true values for comparison
> plot(x,ytrue,'green',linewidth=3)
> 
> 
> 
> 
> 
> ------------------------------------------------------------------------
> 
> 
> ------------------------------------------------------------------------
> 
> ------------------------------------------------------------------------------
> 
> 
> ------------------------------------------------------------------------
> 
> _______________________________________________
> Matplotlib-devel mailing list
> Mat...@li...
> https://lists.sourceforge.net/lists/listinfo/matplotlib-devel
From: Tony S Yu <ts...@gm...> - 2010年04月24日 13:23:54
On Apr 24, 2010, at 4:25 AM, Michiel de Hoon wrote:
> Hi everybody,
> 
> A number of years ago I wrote a function to do Lowess smoothing to calculate a smooth curve through a scatter plot. I copied an example script below and attached the resulting figure to this mail.
> I think that such a smoothing function would be a useful addition to matplotlib. Does anybody have any objections against me adding this to matplotlib? If not, what would be a suitable place to put this function?
I'm not a matplotlib developer, but smoothing seems more appropriate for scipy. There's been some talk of starting a scikit for smoothing functions (see links below), but I'm not sure if anyone has the motivation to actually take the lead.
-Tony
http://mail.scipy.org/pipermail/scipy-user/2010-February/024402.html
http://mail.scipy.org/pipermail/scipy-user/2010-February/024408.html 
From: Michiel de H. <mjl...@ya...> - 2010年04月24日 08:25:52
Attachments: lowess.png
Hi everybody,
A number of years ago I wrote a function to do Lowess smoothing to calculate a smooth curve through a scatter plot. I copied an example script below and attached the resulting figure to this mail.
I think that such a smoothing function would be a useful addition to matplotlib. Does anybody have any objections against me adding this to matplotlib? If not, what would be a suitable place to put this function?
--Michiel.
from pylab import *
x = arange(0,10,0.01)
ytrue = exp(-x/5.0) + 2*sin(x/3.0)
# add random errors with a normal distribution 
y = ytrue + normal(size=len(x))
scatter(x,y,color='cyan')
# calculate a smooth curve through the scatter plot
ys = smooth(x, y, 'lowess')
plot(x,ys,'red',linewidth=3)
# draw the true values for comparison
plot(x,ytrue,'green',linewidth=3)
 

Showing 3 results of 3

Want the latest updates on software, tech news, and AI?
Get latest updates about software, tech news, and AI from SourceForge directly in your inbox once a month.
Thanks for helping keep SourceForge clean.
X





Briefly describe the problem (required):
Upload screenshot of ad (required):
Select a file, or drag & drop file here.
Screenshot instructions:

Click URL instructions:
Right-click on the ad, choose "Copy Link", then paste here →
(This may not be possible with some types of ads)

More information about our ad policies

Ad destination/click URL:

AltStyle によって変換されたページ (->オリジナル) /