On 9/1/07, Nikos Apostolakis <[EMAIL PROTECTED]> wrote:
> > Unfortunately, in maxima 5.13 (which is included in SAGE-2.8.3), maxima
> > insists on interacting when doing that limit even with timeswitch:true,
> ^^^
>
> This is a typo.
Thanks, Chris. Here's the code that generates k0:
k=PolynomialRing(RationalField(),'k').gen()
m3,m2,m1,m0=var('m3,m2,m1,m0')
alpha,newbeta,delta,phi,psi,gamma=var('alpha,newbeta,delta,phi,psi,gamma')
a,b,d=var('a,b,d')
tl,tr,beta=var('tl,tr,beta')
assume(tl>0,tr>.5,tl<.5,tr<1,beta>0,beta<1)
f=(m3
"William Stein" <[EMAIL PROTECTED]> writes:
>
> The interactive nature of Maxima for computing limits, etc., is
> a design flaw from the point of view of using Maxima from any
> external program (this comes up regularly on the Maxima mailing list).
> I encourage you to post a bug report to the max
"William Stein" <[EMAIL PROTECTED]> writes:
> On 9/1/07, Nikos Apostolakis <[EMAIL PROTECTED]> wrote:
>>
>> Hello group,
>>
>> how can we pass global variables to the maxima process that sage is
>> using? For example in maxima I can do the following
>>
>> (%i25) tlimswitch : true;
>> (%o25)
Hello. I believe the issue is that earlier in the tutorial I had set
sage: RealNumber=float
but I didn't specify to reenter this in the section you were looking
at.
If you enter this before the example it will work fine. The issue is
that as
William indicated, if you do not do this, instead of
Hey Kate,
On Sep 1, 8:39 pm, "Kate Minola" <[EMAIL PROTECTED]> wrote:
> William,
>
> I can get sage-2.8.3 to build and pass its test suite on
>
> x86-Linux (pentium4-fc6)
> x86_64-Linux (again fc6)
>
> On ia64-Linux, sage-2.8.3 builds, but when I do
>
> %./sage
>
> I get
>
> % ./sage
> -
On 9/1/07, Kate Minola <[EMAIL PROTECTED]> wrote:
> I can get sage-2.8.3 to build and pass its test suite on
>
> x86-Linux (pentium4-fc6)
> x86_64-Linux (again fc6)
Excellent.
> On ia64-Linux, sage-2.8.3 builds, but when I do
>
> %./sage
>
> I get
>
> % ./sage
> -
William,
I can get sage-2.8.3 to build and pass its test suite on
x86-Linux (pentium4-fc6)
x86_64-Linux (again fc6)
On ia64-Linux, sage-2.8.3 builds, but when I do
%./sage
I get
% ./sage
--
| SAGE Version 2.8.3, Release Date
On 9/1/07, mabshoff <[EMAIL PROTECTED]> wrote:
> John P. Burkett wrote:
> > Working on an i686 machine running under Gentoo Linux, I tried to
> > upgrade SAGE from 2.8.2 to 2.8.3 by using the command "sage -upgrade".
> > The resulting messages ended as follows:
> > Finished extraction
> > sage: Af
John P. Burkett wrote:
> Working on an i686 machine running under Gentoo Linux, I tried to
> upgrade SAGE from 2.8.2 to 2.8.3 by using the command "sage -upgrade".
> The resulting messages ended as follows:
> Finished extraction
> sage: After decompressing the directory gmp-4.2.1.p8 does not exis
Working on an i686 machine running under Gentoo Linux, I tried to
upgrade SAGE from 2.8.2 to 2.8.3 by using the command "sage -upgrade".
The resulting messages ended as follows:
Finished extraction
sage: After decompressing the directory gmp-4.2.1.p8 does not exist
This means that the correspondin
On 8/31/07, Ted Kosan <[EMAIL PROTECTED]> wrote:
>
> I am using 2.8.3 and the N() method is working well for me for rational
> numbers.
>
> However, I am now thinking that a lower case n() would be better after
> all because it conforms to the Python method naming convention. When
> a = 1/2...
On 9/1/07, mabshoff <[EMAIL PROTECTED]> wrote:
> - all info about Bug Day 2 can be found at http://www.sagemath.org:9001/bug2
> including info about joining #sage-devel on IRC.
>
> - I will particiapate and concentrate on memory leaks and packaging
> issues (mostly on Solaris). I did add that info
On 9/1/07, Nikos Apostolakis <[EMAIL PROTECTED]> wrote:
> Is x positive or negative?
> In [100]: assume(x < 0)
> In [101]: limit(sqrt(x^2 + x +1) + x, x = -oo)
> ---
> Traceback (most recent call last)
>
> /home
On 9/1/07, Nikos Apostolakis <[EMAIL PROTECTED]> wrote:
>
> Hello group,
>
> how can we pass global variables to the maxima process that sage is
> using? For example in maxima I can do the following
>
> (%i25) tlimswitch : true;
> (%o25) true
> (%i26) limit(sqrt(x^2
Nikos Apostolakis <[EMAIL PROTECTED]> writes:
> Hello group,
>
> am I doing something wrong or is the following a bug?
>
> In [99]: limit(sqrt(x^2 + x +1) + x, x = -oo)
> In [101]: limit(sqrt(x^2 + x +1) + x, x = -oo)
[...]
It seems that by cutting and pasting I mangled the text. Sorry. Here
is
Hello group,
how can we pass global variables to the maxima process that sage is
using? For example in maxima I can do the following
(%i25) tlimswitch : true;
(%o25) true
(%i26) limit(sqrt(x^2 + x +1) + x, x, minf);
1
(%o26)
Hello group,
am I doing something wrong or is the following a bug?
In [99]: limit(sqrt(x^2 + x +1) + x, x = -oo)
In [101]: limit(sqrt(x^2 + x +1) + x, x = -oo)
---
Traceback (most recent call last)
/home/nea/ i
On Sep 1, 3:32 am, "William Stein" <[EMAIL PROTECTED]> wrote:
> (This is really from Michael Abshoff.)
>
> Hello folks,
>
> Sage's Bug Day 2 is almost upon us -- It will happen on Friday September 7th,
> 2007. We usually start about 10am pacific standard time, but feel free
> to drop by the IRC
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