This indeed fixes the problem, and clarifies some other things for me
as well.
Thanks for your quick response Jonathan.
Ben
On Jan 9, 11:59 pm, Jonathan Bober <[EMAIL PROTECTED]> wrote:
> Hi.
>
> short answer: immediately after the line
>
> while i < 4:
>
> add the line
>
> P = [0,0]
>
> Yo
Hi.
short answer: immediately after the line
while i < 4:
add the line
P = [0,0]
Your problem seems to be that when you put something in a list, python
does not make a copy of it, but instead stores that actual object in the
list. So the line
pts.append(P)
appends the object P (or, rath
Code for the worksheet attached below.
There must surely be a simple answer to this problem, but I have not
been able to figure it out. I loop through i,j print the list
[i,j], and append the list to pts. However, once appended to points
something goes wrong, and all that points sees are the cons
Hi,
I tried the Sage 2.9.2 vmware for Windows version (downloaded from
www.sagemath.org), and it does not seems to have the jmol 3d graphics
(this is on a Dell laptop with XP).
version()
reports 2.9.1, so perhaps it is a previous version? The vmware 2.9.2
distributed by DVD at the JMM08 confere
Thanks Paul, I was too lazy to try that myself. Now I am puzzled by
what I remembered being possible and impossible, but never mind -- we
have answered the original question!
John
On 09/01/2008, Paul Zimmermann <[EMAIL PROTECTED]> wrote:
>
>John,
>
> > As far as I know you cannot check
Magnus wrote:
> My problem is that our technicians (sp?) have succeded in installing
> sage at an internal server at our school, but we have found no
> information about how to create accounts other than the one admin
> account that is created automaticly. Does anyone know any solution to
> this
On Wednesday 09 January 2008, bill purvis wrote:
> On Wednesday 09 January 2008, William Stein wrote:
> > On Jan 9, 2008 6:53 AM, Magnus <[EMAIL PROTECTED]> wrote:
> > > First let me say that I am a sage-newbie. I work at a high-school in
> > > Sweden as a math teacher. Our curriculum states that
John,
> As far as I know you cannot check associativity in this naive way.
>
> For a start, nowhere in your code do you use the equation of the
> curve. If that is (say) y^2=x^3+a*x+b, then your equation will only
> be correct modulo the relations y1^2=x1^3+a*x1+b and so on.
this is cor
As far as I know you cannot check associativity in this naive way.
For a start, nowhere in your code do you use the equation of the
curve. If that is (say) y^2=x^3+a*x+b, then your equation will only
be correct modulo the relations y1^2=x1^3+a*x1+b and so on.
However, even with that I don't thi
On Wednesday 09 January 2008, William Stein wrote:
> On Jan 9, 2008 6:53 AM, Magnus <[EMAIL PROTECTED]> wrote:
> > First let me say that I am a sage-newbie. I work at a high-school in
> > Sweden as a math teacher. Our curriculum states that we are to teach
> > our students in the using of computer
On Jan 9, 2008 6:53 AM, Magnus <[EMAIL PROTECTED]> wrote:
>
> First let me say that I am a sage-newbie. I work at a high-school in
> Sweden as a math teacher. Our curriculum states that we are to teach
> our students in the using of computer programs when solving math
> problems.
>
> My problem is
First let me say that I am a sage-newbie. I work at a high-school in
Sweden as a math teacher. Our curriculum states that we are to teach
our students in the using of computer programs when solving math
problems.
My problem is that our technicians (sp?) have succeded in installing
sage at an inte
Hello,
I'm sory for repeating the same post 2 times (associativity...)
Please remove one of them if possible.
achrzesz
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Hello
My question is
connected with file http://modular.fas.harvard.edu/ent/ent_py
and especially with checking the associativity law of addition on ell.
curves.
When I was trying to perform the same calculations in Sage I observed
some surprising (me) behaviour.
Enclosed is the corresponding S
Hello
My question is
connected with file http://modular.fas.harvard.edu/ent/ent_py
and especially with checking the associativity law of addition on ell.
curves.
When I was trying to perform the same calculations in Sage I observed
some surprising (me) behaviour.
Enclosed is the corresponding Sa
I am not aware of this functionality in sage. I am forwarding your
email to sage-support for greater exposure for this question.
Are you aware of any open-source project that does this sort of
computation?
Marshall Hampton
On Jan 9, 12:22 am, vgermrk <[EMAIL PROTECTED]> wrote:
> Is there a way
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