Tom wrote:
I would like to use parts of my Sage notebooks for lecture notes.
Is there a script or some other convenient way of exporting Sage
notebooks to LaTeX?
You can use
http://www.bitbucket.org/whuss/sws2tex/
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On Apr 20, 1:05 am, wb torree...@yahoo.com wrote:
Turning this around: is there a 'list-like' data type in sage which
has 'true' assignment, i.e. copying all its content ?
That's actually a python question. I think it would be rather
confusing if the assignments would change, especially if it
On 20 dub, 09:39, jvkersch joris.vankerscha...@gmail.com wrote:
Thanks Robert, this seems to be the problem. I wish I were a lisp
programmer so that I could dive into Maxima and put in a call to
coerce-float-fun myself, but while I'm eager to tinker with this, I'm
not sure I can be
On Apr 20, 4:00 am, Wilfried Huss h...@finanz.math.tugraz.at wrote:
Tom wrote:
I would like to use parts of my Sage notebooks for lecture notes.
Is there a script or some other convenient way of exporting Sage
notebooks to LaTeX?
You can use
http://www.bitbucket.org/whuss/sws2tex/
that makes sense - I guess I was expecting lists to behave like list
*classes* which have an overloaded assignment operator.
Turning this around: is there a 'list-like' data type in sage which
has 'true' assignment, i.e. copying all its content
The module copy allows you to make a real copy as
kcrisman wrote:
On Apr 20, 4:00 am, Wilfried Huss h...@finanz.math.tugraz.at wrote:
Tom wrote:
I would like to use parts of my Sage notebooks for lecture notes.
Is there a script or some other convenient way of exporting Sage
notebooks to LaTeX?
You can use
Hello,
I'm trying to install ETS package from
http://sage.math.washington.edu/home/jsp/SPKGS/ETS/;.
I have built x86-64 version of sage-4.3.5 on opensuse 11.2.
~ gcc -v
gcc version 4.4.1 [gcc-4_4-branch revision 150839] (SUSE Linux)
I followed the instructions from the README.txt file available
On Apr 19, 2010, at 4:05 PM, wb wrote:
On Apr 20, 12:25 am, Robert Bradshaw rober...@math.washington.edu
wrote:
On Apr 19, 2010, at 2:50 PM, wb wrote:
coming from C I'm confused about this behavior in assignment:
Since you know C, it may make sense to think of lists as being
similar
to
I must be doing something wrong, trying to get eigenvectors
for a rather small hermitean 64x64 matrix 'm' (it is listed at the
end)
When I try to do
sage: m.eigenvalues()
sage departs into 'nirvana' and I have interupted the evaluation after
several minutes
When I do this in mathematica for the
On 04/20/2010 03:29 PM, wb wrote:
I must be doing something wrong, trying to get eigenvectors
for a rather small hermitean 64x64 matrix 'm' (it is listed at the
end)
When I try to do
sage: m.eigenvalues()
sage departs into 'nirvana' and I have interupted the evaluation after
several minutes
sage: g1 = var('g1')
sage: g1
g1
sage: g1.full_simplify()
(-1)^k*k/(4*k^2 - 1)
Where is the k coming from?!!
- Alex
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On 04/20/2010 10:44 PM, Alex Leone wrote:
sage: g1 = var('g1')
sage: g1
g1
sage: g1.full_simplify()
(-1)^k*k/(4*k^2 - 1)
Where is the k coming from?!!
- Alex
It looks like it happens with variables starting with 'd', 'f', 'g', and
'h':
sage: v=var(,.join(['%s1'%i for i in
On 04/20/2010 10:44 PM, Alex Leone wrote:
sage: g1 = var('g1')
sage: g1
g1
sage: g1.full_simplify()
(-1)^k*k/(4*k^2 - 1)
Where is the k coming from?!!
Probably from some package that the calculus version of maxima loads:
On Tue, Apr 20, 2010 at 9:22 PM, Jason Grout jason-s...@creativetrax.comwrote:
On 04/20/2010 10:44 PM, Alex Leone wrote:
sage: g1 = var('g1')
sage: g1
g1
sage: g1.full_simplify()
(-1)^k*k/(4*k^2 - 1)
Where is the k coming from?!!
Probably from some package that the calculus version
Hello,
Suppose I have several equations,
f(a,b,c,d,e) == 0
g(a,b,c,d,e) == 0
h(a,b,c,d,e) == 0
Suppose I want to solve for a, but not have d and e in the solutions.
How would I do that?
In Mathematica I would use,
Solve[ { f(a,b,c,d,e)==0, g(a,b,c,d,e)==0, h(a,b,c,d,e)==0 }, a,
{d,e} ]
How
Here's a little problem:
G=GF(2,'a')
Then
G.{tab key}
given me 116 options. Suppose I make a further field:
F.x=GF(2^4,name='x',modulus=a^4+a+1)
Then
F.{tab key}
does nothing. I'm sure this is new behaviour (I'm using version
4.3.2) - but how do I create a field whose name allows tab
On Tue, Apr 20, 2010 at 9:59 PM, Alasdair amc...@gmail.com wrote:
does nothing. I'm sure this is new behaviour (I'm using version
4.3.2) - but how do I create a field whose name allows tab completion
of its methods?
I believe this is specific to 4.3.2. The patch which fixes this and
was
On 04/20/2010 11:27 PM, William Stein wrote:
We *really* need to change the maxima(symbolic expression) command to
return something with all the variables prepended with _SAGE_, and undo
this when converting back. Is there a ticket about this already? It
would be really easy to implement. I
On Tue, Apr 20, 2010 at 10:55 PM, Jason Grout
jason-s...@creativetrax.comwrote:
On 04/20/2010 11:27 PM, William Stein wrote:
We *really* need to change the maxima(symbolic expression) command to
return something with all the variables prepended with _SAGE_, and undo
this when converting
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