Even better:
Traceback (most recent call last):
...
OSError: [dynamics ] Exception occurred:
2014-03-27 22:54 UTC+01:00, Vincent Delecroix <20100.delecr...@gmail.com>:
> Hello,
>
> I am working on my favorite branch and try to build the documentation.
> It fails with the error below with no infor
On 2014-03-27, Paul Mercat wrote:
> No, I have no idea of what will be the degree of the number field in which
> my spectral radius belongs to.
> But if I could compute the characteristic polynomial of the matrix, I could
> have the minimal polynomial of the spectral radius (and that's what I me
Hello,
I am working on my favorite branch and try to build the documentation.
It fails with the error below with no information about which file
causes it! How can I find which file triggers the error?
Traceback (most recent call last):
File "/opt/sage/src/doc/common/builder.py", line 83, in f
No, I have no idea of what will be the degree of the number field in which
my spectral radius belongs to.
But if I could compute the characteristic polynomial of the matrix, I could
have the minimal polynomial of the spectral radius (and that's what I mean
by exact value).
Le jeudi 27 mars 2014
I've worked around the problems, but I thought I should report them
here. I just tried building sage 6.1.1 on a new (to me ...) SPARC (T4-2) box
$ cat /etc/release
Oracle Solaris 11.1 SPARC
Copyright (c) 1983, 2013, Oracle and/or its affiliates. All rights reserved.
Assembled 06 November 2013
T
http://trac.sagemath.org/ticket/14780
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Do you have an idea of the expecting degree of the number field in
which your eigenvalue belongs to ? If yes you can use pari/GP
otherwise I do not see what you mean by exact value.
2014-03-27 11:17 UTC+01:00, Paul Mercat :
> OK, thank you, I see.
> It's an efficient method to compute a approximat
OK, thank you, I see.
It's an efficient method to compute a approximation of the spectral radius.
It's good but I still want to have the exact value. Maybe I can find the
exact value from the approximation ?
Le mercredi 26 mars 2014 23:56:49 UTC+1, vdelecroix a écrit :
>
> You compute powers but
