;
> Hi Grayson,
>
> On 2019-07-03, Grayson Jorgenson >
> wrote:
> > I found ticket 27483 which seems to be dealing with a similar bug, but
> I'm
> > using Sage 8.9 beta1 and their changes seem to be present in my version
> so
> > it seems th
Hi all,
I've been running into issues computing Hilbert polynomials with Sage's
default algorithm. For instance,
R. = PolynomialRing(QQ, 6)
I = R.ideal([x0*x2*x3^2*x4^2*x5, x2^2*x3^2*x4^2*x5, x2*x3^2*x4^2*x5^2,
x2*x3^2*x4^3, x3^3*x4^3, x3^3*x4^2*x5, x1*x3*x4^3, x1*x3*x4^2*x5, x1*x2^3,
x1*x2^2*
Hi,
I also think the new answer is likely still correct. The output in the
example is truncated to save space:
C.resolution_of_singularities(extend=True) returns a tuple with the other
elements giving maps between the patches and back to the original curve. If
those maps make sense and the cur
Thanks everyone for the help and suggestions. For now I just want to
organize the class structure for curves so that they inherit from the
projective/affine subscheme classes, but I'll definitely investigate other
structures to aid with upcoming functionality goals (such as resolution of
singul
Hi all,
I am working on revising the class structure for generic curves to make it
easier to implement functionality for the GSoC 2016 project on algebraic
curves. The main curve classes right now are ProjectiveSpaceCurve_generic,
ProjectiveCurve_generic, AffineSpaceCurve_generic, and AffineCur
u have already some
> experience in Sage devlopment, you are probably familiar with all that.
> Please feel free to ask any questions you might have, and to participate in
> the discussions that you could be interested in.
>
> Do you plan to document your progress in a blog?
&g
Hi everyone,
I am one of the students selected to work on Sage this summer for GSoC 2016
and just wanted to introduce myself and my project here. Currently I am a
pure math graduate student at Florida State University and am interested in
algebraic geometry. The goal of the GSoC project I will
