> The above change is very sensible, since we know that outP is on
> self.__E2, so should directly create a point on E2 and not check again
> that our point is really on E2 (which is very expensive).
I agree that we should make the change:
else:
outP = self.__E2(outP)
to
t; <[EMAIL PROTECTED]> wrote:
> On Mon, May 19, 2008 at 6:29 PM, Dan Shumow <[EMAIL PROTECTED]> wrote:
>
> > Presently, in sage, is there anyway to computer the torsion subgroup
> > of a curve over an arbitrary number field?
>
> > I'm pouring through the docu
Presently, in sage, is there anyway to computer the torsion subgroup
of a curve over an arbitrary number field?
I'm pouring through the documentation, and I see how to do it for a
curve over the rationals. Is this not implemented for number fields?
Thanks,
Dan
--~--~-~--~~-
In sage I typed upgrade()
exited sage, tried to start, got this error message.
exited, typed make, tried again, got the problem again.
This is the problem::
dan-shumows-computer:/Applications/sage shumow$ ./sage
--
| SAGE Versio
