[sage-devel] Re: Sage 2.11.alpha1 released!

2008-03-23 Thread William Stein

On Sun, Mar 23, 2008 at 1:03 PM, mabshoff
<[EMAIL PROTECTED]> wrote:
>
>
>
>  On Mar 23, 8:43 pm, "William Stein" <[EMAIL PROTECTED]> wrote:
>  > On Sun, Mar 23, 2008 at 12:38 PM, mabshoff
>  >
>  >
>  >
>
> > <[EMAIL PROTECTED]> wrote:
>  >
>  > >  On Mar 23, 4:09 pm, "Bill Furnish" <[EMAIL PROTECTED]> wrote:
>  > >  > I'd like to encourage everyone to try out sage -tp for the parallel
>  > >  > doctester (even if you only run it with one thread) and report any
>  > >  > bugs as we are hoping to remove the old doctester entirely for the
>  > >  > release of 2.11.
>  >
>  > >  Well, you ought to tell people how to actually use it since it isn't
>  > >  documented:
>  >
>  > >  ./sage -tp #thread [-long] devel/sage/sage
>  >
>  > >  If you "export SAGE_TEST_TEX=1" before running sage it will
>  > >  automatically add the tex files to the files it tests and also report
>  > >  issues at the very end.
>  >
>  > 
>  >
>  > Failure report:
>  >
>  > On G5 osx10.5:
>  >
>  > The following tests failed:
>  >
>  > sage -t  devel/sage-main/sage/matrix/matrix_real_double_dense.pyx
>
>  I would like to see this failure.
>

I put logs from all tests here:

http://sage.math.washington.edu/home/was/build/tests/2.11.alpha1/

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[sage-devel] Re: Sage 2.11.alpha1 released!

2008-03-23 Thread mabshoff



On Mar 23, 9:54 pm, "William Stein" <[EMAIL PROTECTED]> wrote:
> On Sun, Mar 23, 2008 at 1:03 PM, mabshoff

>
> I put logs from all tests here:
>
> http://sage.math.washington.edu/home/was/build/tests/2.11.alpha1/

Thanks, meccah's unusual failures are due to timeouts, some corrupted
GAP workspace and inability to start a second Sage process.

Re the doctest failure on Clement's G5:

sage -t  devel/sage-main/sage/matrix/matrix_real_double_dense.pyx
**
File "matrix_real_double_dense.pyx", line 331:
sage: ~A
Expected:
[ 0.1  0.0]
[ 0.0 0.01]
Got:
[ 0.1 -0.0]
[-0.0 0.01]
**
File "matrix_real_double_dense.pyx", line 349:
sage: A.inverse()
Expected:
[nan nan]
[nan inf]
Got:
[ nan  nan]
[ nan -inf]
**

It is a sign issue, but I am not sure what we can do here.

Cheers,

Michael
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[sage-devel] Re: Sage 2.11.alpha1 released!

2008-03-23 Thread Alex Ghitza

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Hash: SHA1

On a Dual Core machine running Gentoo, I've tried

./sage -tp 1 devel/sage/sage

and

./sage -tp 2 devel/sage/sage

Both appeared to run fine; the first used only one core and the second
used both.  Running times:  1878 seconds for one core and 1031 seconds
for two cores.

Good stuff!
Alex

PS: no doctest failures other than the highly infamous plot.py.



mabshoff wrote:
|
|
| On Mar 23, 4:09 pm, "Bill Furnish" <[EMAIL PROTECTED]> wrote:
|> I'd like to encourage everyone to try out sage -tp for the parallel
|> doctester (even if you only run it with one thread) and report any
|> bugs as we are hoping to remove the old doctester entirely for the
|> release of 2.11.
|>
|
| Well, you ought to tell people how to actually use it since it isn't
| documented:
|
| ./sage -tp #thread [-long] devel/sage/sage
|
| If you "export SAGE_TEST_TEX=1" before running sage it will
| automatically add the tex files to the files it tests and also report
| issues at the very end.
|
| Cheers,
|
| Michael
| |
|


- --
Alexandru Ghitza
Assistant Professor
Department of Mathematics
Colby College
Waterville, ME 04901
http://bayes.colby.edu/~ghitza/
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[sage-devel] zero-dimensional schemes and multivariate polynomials in zero variables

2008-03-23 Thread Alex Ghitza

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Hi all,

Martin Albrecht brought up the following issue, in relation to
http://trac.sagemath.org/sage_trac/ticket/2634

"I am not convinced that it is actually desired to allow 0 generators
for multivariate polynomial rings. We allowed that before and thus I
reintroduced that behaviour but I would like to get rid of it: It will
be a no fun to support once the generic multivariate polynomials get
closer to C and I don't see the point."


I'm not sure whether the pun at the end of the quote was intended or
not.  But we definitely want to be able to work with zero-dimensional
schemes (points), e.g. A0 = AffineSpace(ZZ, 0, 'a').  As far as I can
tell, the trouble comes up only in A0.coordinate_ring(), which currently
looks at this as a multivariate polynomial ring in zero variables.  I
think we can just make coordinate_ring() return the base ring in the
case of dimension zero, and this would allow Martin to get rid of
zero-variable ring.

Thoughts?


Best,
Alex



- --
Alexandru Ghitza
Assistant Professor
Department of Mathematics
Colby College
Waterville, ME 04901
http://bayes.colby.edu/~ghitza/
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