still trying to build M2 1.3.1 from source.
I run into this issue during doc-creation:
--making example results for ProjectiveHilbertPolynomial ZZ in file
../../../StagingArea/common/share/doc/Macaulay2/Macaulay2Doc/example-output/___Projective__Hilbert__Polynomial_sp__Z__Z.out
ulimit -t 160; ulimit -m 500000; ulimit -v 500000; ulimit -s 8192; cd
/tmp/M2-26345-1138-rundir/;
/home/tom/temp/Macaulay2/1.3.1/BUILD/normal/StagingArea/i686-Linux-unknown-unknown/bin/M2
--silent --print-width 77 --stop --int -q
<"/tmp/M2-26345-1___Projective__Hilbert__Polynomial_sp__Z__Z.m2"
>>"/home/tom/temp/Macaulay2/1.3.1/BUILD/normal/StagingArea/common/share/doc/Macaulay2/Macaulay2Doc/example-output/___Projective__Hilbert__Polynomial_sp__Z__Z.errors"
2>&1
../../../../../Macaulay2/m2/html.m2:822:40:(2):[9]: error: 2 error(s)
occurred running examples for package Macaulay2Doc
../../../../../Macaulay2/m2/html.m2:626:6:(2):[6]: --back trace--
currentString:1:1:(3):[3]: --back trace--
make[2]: ***
[/home/tom/temp/Macaulay2/1.3.1/BUILD/normal/StagingArea/i686-Linux-unknown-unknown/lib/Macaulay2/i686-Linux-unknown-unknown/Macaulay2Doc/.installed]
Error 1
make[2]: Leaving directory
`/home/tom/temp/Macaulay2/1.3.1/BUILD/normal/Macaulay2/packages'
make[1]: *** [all-in-packages] Error 2
make[1]: Leaving directory
`/home/tom/temp/Macaulay2/1.3.1/BUILD/normal/Macaulay2'
make: *** [all-in-Macaulay2] Error 2
make: Leaving directory `/home/tom/temp/Macaulay2/1.3.1/BUILD/normal'
--
Thomas Kahle
The fundamental theorem of algebra is open source. Like any other
mathematical theorem it can be applied free of charge and everybody
has access to its proof and can convince himself how it works. Why
should software be any different?
On Nov 12, 2009, at 12:18 PM, Thomas Kahle wrote:
> Hi,
>
> still trying to build M2 1.3.1 from source.
> I run into this issue during doc-creation:
...
>
>>> "/home/tom/temp/Macaulay2/1.3.1/BUILD/normal/StagingArea/common/
>>> share/doc/Macaulay2/Macaulay2Doc/example-output/
>>> ___Projective__Hilbert__Polynomial_sp__Z__Z.errors"
...
Here they are, although they don't look like errors:
~/temp/Macaulay2/1.3.1/BUILD/normal $ cat
StagingArea/common/share/doc/Macaulay2/Macaulay2Doc/example-output/_smith__Normal__Form_lp__Matrix_rp.errors
-- -*- M2-comint -*- {* hash: 1486722414 *}
i1 : M = matrix{{1,2,3},{1,34,45},{2213,1123,6543},{0,0,0}}
o1 = | 1 2 3 |
| 1 34 45 |
| 2213 1123 6543 |
| 0 0 0 |
4 3
o1 : Matrix ZZ <--- ZZ
i2 : (D,P,Q) = smithNormalForm M
----------------------------------------------------------------------
~/temp/Macaulay2/1.3.1/BUILD/normal $ cat
StagingArea/common/share/doc/Macaulay2/Macaulay2Doc/example-output/_cokernel.errors
-- -*- M2-comint -*- {* hash: 1216967616 *}
i1 : R = ZZ[a..d];
i2 : M = cokernel matrix{{2*a-b,3*c-5*d,a^2-b-3}}
o2 = cokernel | 2a-b 3c-5d a2-b-3 |
1
o2 : R-module, quotient of R
i3 : f = map(a*M, M, a^3+a^2*b)
o3 = {1} | a+10b+18 |
o3 : Matrix
i4 : (target f,source f)
o4 = (subquotient (| a |, | 2a-b 3c-5d a2-b-3 |), cokernel | 2a-b 3c-5d
------------------------------------------------------------------------
a2-b-3 |)
o4 : Sequence
i5 : N = cokernel f
o5 = subquotient (| a |, | a2+10ab+18a 2a-b 3c-5d a2-b-3 |)
1
o5 : R-module, subquotient of R
i6 : minimalPresentation N
-------------------------------------------------------------------------
>
>
> On Nov 12, 2009, at 12:18 PM, Thomas Kahle wrote:
>
>> Hi,
>>
>> still trying to build M2 1.3.1 from source.
>> I run into this issue during doc-creation:
>
> ...
>
>>>> "/home/tom/temp/Macaulay2/1.3.1/BUILD/normal/StagingArea/common/
>>>> share/doc/Macaulay2/Macaulay2Doc/example-output/
>>>> ___Projective__Hilbert__Polynomial_sp__Z__Z.errors"
>
> ...
>
> | | ../../../../../Macaulay2/m2/html.m2:822:40:(2):[9]: error: 2 error
> (s)
>
>
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