I have a question regarding plotting in R.
If I go to Notebook (change to r from the drop down menu) and type
x-c(1,2,3)
plot(x)
I get a strange error message:
Error in png(): X11 is not available
I have made the start scripts available with
install_scripts('/usr/bin'). If I issue those
On Wednesday, December 29, 2010 10:25:11 AM UTC+1, emil wrote:
I got feedback from people who are very interested in the sage package
but mainly want to use some components in a classical way (e.g.
Rcmdr with R) - Do you think this is possible at all?
Just about that, yes, you can use
On 29 Dez., 12:28, Harald Schilly harald.schi...@gmail.com wrote:
On Wednesday, December 29, 2010 10:25:11 AM UTC+1, emil wrote:
I got feedback from people who are very interested in the sage package
but mainly want to use some components in a classical way (e.g.
Rcmdr with R) - Do you
The main problem is that Puppy Linux or whatever must have compiled
Sage without the right headers available. It's entirely mysterious to
us exactly why R requires certain developer tools installed to give
you X11. But it doesn't, and so in the spkg-install we check for as
many of these things
On 29 Dez., 17:33, kcrisman kcris...@gmail.com wrote:
The main problem is that Puppy Linux or whatever must have compiled
Sage without the right headers available. It's entirely mysterious to
us exactly why R requires certain developer tools installed to give
you X11. But it doesn't, and
Hi Volker and lists,
I compiled Sage from v4.6's tar ball, and I had no trouble with this issue.
So the problem seems, as you said, a mismatch of the environment on
which Sage-binary
is built and is ran. Thank you for your advice.
BTW, in this brand new binary, I had
{{{
sage:
-- Forwarded message --
From: Foad Khoshnam khosh...@gmail.com
Date: Thu, 30 Dec 2010 01:48:09 +0330
Subject: foad
To: sage-support@googlegroups.com
Hi
In order to completing my programming I need to have a random point of
the jacobian group of a hyper elliptic curve.
Is there any
Note that your command is equivalent to
timeit('identity_matrix(1009).det()')
Things could of course always be faster; Though the different algorithms for
determinants of integral matrices seems to be similarly fast. The only thing
thats really a lot faster is computing with floating point
I am trying to choose whether to use Sage a Ubuntu machine or a Mac
running Leopard on a 64 bit Duo 2 Core processor. As I understand it,
Sage started in the Linux world and still can't run well under Windows
with out using virtualization. I am new to Macs but I thought the Mac
OS was more similar
Sage runs just fine in OS X.
On 30/12/2010, at 5:36 PM, DigDug_the_2nd wrote:
I am trying to choose whether to use Sage a Ubuntu machine or a Mac
running Leopard on a 64 bit Duo 2 Core processor. As I understand it,
Sage started in the Linux world and still can't run well under Windows
with
On Wed, 29 Dec 2010 at 08:36PM -0800, DigDug_the_2nd wrote:
I am trying to choose whether to use Sage a Ubuntu machine or a Mac
running Leopard on a 64 bit Duo 2 Core processor. As I understand it,
Sage started in the Linux world and still can't run well under Windows
with out using
In fact, many sage developers use OS X as their primary system.
On Dec 29, 2010 9:58 PM, Michael Welsh yom...@yomcat.geek.nz wrote:
Sage runs just fine in OS X.
On 30/12/2010, at 5:36 PM, DigDug_the_2nd wrote:
I am trying to choose whether to use Sage a Ubuntu machine or a Mac
running Leopard
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