On Oct 17, 12:08 pm, kcrisman wrote:
>...
> Tryhttp://modular.fas.harvard.edu/sage/osx/intel/index.htmland look
> for the 10.5 one. The 10.6 one on that site is 64-bit, so perhaps
> that would be a problem.
The 10.5 32bit binary install works. AFAIK, a 10.5 64bit binary should
also run on an I
On Oct 17, 2:43 pm, William Stein wrote:
>...
>
> I see it says:
>
> **
> These binaries are only for OS X 10.4 or 10.5. They will not work
> on OS X 10.3.
> **
>
> However, that's simply wrong, since the binaries are only for the
> platform listed in the name of the dmg. Argh. That needs t
Once again me. Maybe the error message has nothing to do with jmol. I
opened Opera and I could calculate but got "applet not found" and no
error message at all.
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Hi.
This is my second install on a x86/64 Ubuntu system. Last time there
has been some trouble with the jmol-Applet and a thing called IcedT or
so. It turned out that I simply had to run sage in Opera instead of
firefox to get the applet. This time things have changed. In Firefox
an applet-wimdow
On 17 Okt., 21:49, Simon King wrote:
> Anyway. I just wanted to know whether other people have met a frozen
> Singular and can give me a hint, before I spend too much energy in my
> bug hunt...
I don't know if the following is symptomatic. But I found that
Singular was hanging when it tried to c
On 17 říj, 23:06, Laurent wrote:
> My aim is to do
> solve(g(x)=0.5)
> for example.
>
> Any ideas ?
I have no idea how to solve your question, but even if you solve it,
the command solve will not work in this kind of problem. You should
use some command which solves numerically. Something lik
Hello.
I would like to define a function which is given by the evaluation of an
integral.
More precisely, I want f(x) to be the integral between 0 and x of
exp(t**2)dt
My first attempt is to create a function in the "python" sense of the term :
---
var('x,t')
def f(x
Hello,
>> Hi all,
>>
>> In sage, as of 4.1.1, binomial( -7, 1 ) returns -7. As I understand the
>> definition of binomial, this should be 0, since there is no set with -7
>> elements.
>>
Sage (and others Computer Algebra System) gives 0 for binomial (n>=0,
-1) or binomial(n,k>n).
So
"sum
Hi William!
On 17 Okt., 21:28, William Stein wrote:
> > Has that problem be noticed before?
>
> I've never heard of it before. This is a pexpect problem, right? I
> assume this has
> nothing to do with libsingular?
Correct. I am not using libsingular here.
However, it seems it is not so ea
On Sat, Oct 17, 2009 at 12:39 PM, JJWMac wrote:
>
> On Oct 17, 1:55 pm, William Stein wrote:
>
>> There is definitely no way the 10.6 OS X binary will work on OS X
>> 10.4, and I would find it highly unlikely that it would work on 10.5
>> either. If the readme says that, it is very misleading (
On Oct 17, 1:55 pm, William Stein wrote:
> There is definitely no way the 10.6 OS X binary will work on OS X
> 10.4, and I would find it highly unlikely that it would work on 10.5
> either. If the readme says that, it is very misleading (I think the
> readme is refering to the source code).
T
On Sat, Oct 17, 2009 at 9:52 AM, Simon King wrote:
>
> Hi!
>
> At several occasions, I got the impression that excessive use of
> autogenerated variables in the singular interface results in freezing
> singular.
>
> My scenario:
> - During a lengthy computation, I create several 10,000s instances
On Fri, Oct 16, 2009 at 3:18 PM, mb wrote:
>
> Hi,
>
> I think the following is a bug. Most of the time 1/2 is not declared
> to be 0, but it is in the following code:
>
> In [1]: L=[]
> In [2]: for a in range
> (1,2):
> : for b in range
> (2,3):
> : L.append
> ([a,b])
> :
> Would srange or sxrange work here, and then obviate the need for
> Integer below?
I think so (see my post above)
Cheers,
Simon
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On Sat, Oct 17, 2009 at 6:55 AM, JJWMac wrote:
>
> I am having trouble installing on Mac OS X 10.5.8 (Intel processor).
>
> I downloaded the Sage 4.1.2 ... 10.6-Intel... dmg file. This was all I
> could find. The ReadMe says it is (also) for 10.4 and 10.5. I copied
> the file to Applications and
On Sat, Oct 17, 2009 at 10:30 AM, Johann "Myrkraverk" Oskarsson
wrote:
> Hi all,
>
> In sage, as of 4.1.1, binomial( -7, 1 ) returns -7. As I understand the
> definition of binomial, this should be 0, since there is no set with -7
> elements.
Great question!
The binomial function binomial(x,k)
Hi all,
In sage, as of 4.1.1, binomial( -7, 1 ) returns -7. As I understand the
definition of binomial, this should be 0, since there is no set with -7
elements.
Axiom returns 0 in this case.
This is not really a "problem" but does give *interesting* results, when
summing binomials over all int
> sage: L = []
> sage: for a in xrange(1, 2):
> : for b in xrange(2, 3):
> : L.append([a, b])
> :
Would srange or sxrange work here, and then obviate the need for
Integer below? I can't remember what srange returns, but I think they
are not Python ints, at least.
- kcris
On Oct 17, 9:55 am, JJWMac wrote:
> I am having trouble installing on Mac OS X 10.5.8 (Intel processor).
>
> I downloaded the Sage 4.1.2 ... 10.6-Intel... dmg file. This was all I
Some mirrors do not seem to have any binaries listed at all, which I
think is being worked on...
Try http://modul
Hi!
At several occasions, I got the impression that excessive use of
autogenerated variables in the singular interface results in freezing
singular.
My scenario:
- During a lengthy computation, I create several 10,000s instances of
SingularElement, but most of them not permanent. So, what I am
d
Minimal instructions for the source are at:
http://www.sagemath.org/download-source.html
If you have problems, there is a more extensive installation guide:
http://www.sagemath.org/doc/installation/
but hopefully you won't even need that. And if you get stuck, you can
always ask here again.
I am having trouble installing on Mac OS X 10.5.8 (Intel processor).
I downloaded the Sage 4.1.2 ... 10.6-Intel... dmg file. This was all I
could find. The ReadMe says it is (also) for 10.4 and 10.5. I copied
the file to Applications and opened sage in Terminal. The application
aborted with the m
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