|
Size: 14
Comment:
|
Size: 1181
Comment:
|
| Deletions are marked like this. | Additions are marked like this. |
| Line 1: | Line 1: |
| Kate's Group | === Project Leader === Kate === Group Members === Aly, Jen, Diane === Project Description === * [[attachment:KateWishList.sws]] * Wrap E.reduction(prime)(P) so that we can also use P.reduction(prime) * Implement E.reduction(p) for E defined over a p-adic fields * See what exactly is going on in E.global_minimal_model(), is it returning the unique restricted model? If so, update documentation * Implement Singular Weierstrass Equations and functionality similar to Elliptic Curves * make E.reduction(bad_prime) able to return this singular cubic object (maybe with a flag?) * change weierstrass model, addition of points, P.is_singular() to check if point is node/cusp, etc * Compute lots of examples to find guesses for bounds on "C" * p-adic Tate's algorithm * Put Kate's EDS class into sage (document properly)? == Quick Sage Example == def reduction(self,p): """ This is going to be documentation. This is a simple version of wrapping a function. The next step is to make a patch with this in the correct place in the code. """ P = self E = P.curve() return E.reduction(p)(P) |
Project Leader
Kate
Group Members
Aly, Jen, Diane
Project Description
- Wrap E.reduction(prime)(P) so that we can also use P.reduction(prime)
- Implement E.reduction(p) for E defined over a p-adic fields
- See what exactly is going on in E.global_minimal_model(), is it returning the unique restricted model? If so, update documentation
- Implement Singular Weierstrass Equations and functionality similar to Elliptic Curves
- make E.reduction(bad_prime) able to return this singular cubic object (maybe with a flag?)
- change weierstrass model, addition of points, P.is_singular() to check if point is node/cusp, etc
- Compute lots of examples to find guesses for bounds on "C"
- p-adic Tate's algorithm
* Put Kate's EDS class into sage (document properly)?
Quick Sage Example
def reduction(self,p):
- """ This is going to be documentation. This is a simple version of wrapping a function. The next step is to make a patch with this in the correct place in the code. """ P = self E = P.curve() return E.reduction(p)(P)