Thanks, I updated the buildbot to ignore SAGE_ATLAS_LIB in binary builds.
>
Is it possible to put new binaries out for this, at least for the Fedora
one?
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Thanks, I updated the buildbot to ignore SAGE_ATLAS_LIB in binary builds.
On Monday, January 5, 2015 3:29:21 PM UTC+1, Logan Owen wrote:
>
> Are there any devs that can fix the
> sage-6.4.1-x86_64-Linux-Fedora_21_x86_64.tar.lzma download file (md5sum
> 148500e5252cc80328663772a8153ad9)? All of
Hello guy,
Your "question" looks like a modeling math problem, ...and is not related
to SAGE.
I wouln't try to solve "quadratic" problem using "linear" solvers : LP
means "Linear Programming"
for definition of LP, read
http://www.sagemath.org/doc/reference/numerical/sage/numerical/mip.html
sage: gp.qflll?
Type: GpFunction
String form:qflll
File: /opt/sage-devel/local/lib/python2.7/site-
packages/sage/interfaces/gp.py
Definition: gp.qflll(self, *args, **kwds)
Docstring:
qflll(x,{flag=0}): LLL reduction of the vectors forming the matrix x
(gives the unimodul
Hello,
why do Pari and Sage give wildly different results:
sage: A = matrix(ZZ, [[0,1,3,14],[1,3,14,59],[3,14,59,247],[14,59,247,988]])
sage: gp.qflll(A)
[-5, 1, 30, -23; -3, 4, 18, -28; 1, -1, -10, 12; 0, 0, 1, -1]
sage: A.LLL()
[ 0 0 2 0]
[ 1 -1 0 3]
[ 2 3 -1 0]
[-6 2 0 2]
and how do
Hello guys,
I have a quadratic programming for instance like the following equation:
max t1.f1 + t2.f2 + 0.5f1 + 0.3f2
subj to : 0.1t1 + 0.2t2 <= 1
2f1 + 4f2<= 0.5
(f1, f2, t1 and t2 are unknown variables).
If I had min instead of max in the program, I would be able t
Are there any devs that can fix the
sage-6.4.1-x86_64-Linux-Fedora_21_x86_64.tar.lzma download file (md5sum
148500e5252cc80328663772a8153ad9)? All of the following files are links to
(missing) files on the build machine, instead of being included in the
download tar:
lrwxrwxrwx. 1 logan user
Unfortunetelly, tmp directory didn't have enough free space. But I tried to
build older versions, building of 6.0 was completed without errors:) Do you
understand why?
Best regards
Paweł
W dniu środa, 31 grudnia 2014 16:53:40 UTC+1 użytkownik Volker Braun
napisał:
>
> On Wednesday, December 31
