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* from Alice's talk: * Implement the algorithm (use Sage's pseudoprime function to check) * What other primality tests does Pari have? Wrap these. * Make things faster: implement as a python (maybe cython??) file * How does GIMPS work? * Ask Drew Sutherland what he's done? * Implement Larry Washington's formulas for dealing with elliptic curves over integral domains * [[attachment:KateWishList.sws]] * Wrap E.reduction(prime)(P) so that we can also use P.reduction(prime) * 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)? |
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| * L-function Project [[http://wiki.sagemath.org/days33/lfunction]] |
* Kate's Group [[http://wiki.sagemath.org/days33/kates]] * L-function Project [[http://wiki.sagemath.org/days33/lfunction]] |
To do list
* p-adics
#8685: evaluation of Monsky-Washnitzer objects (really about power series over p-adics)
#11319: Cannot create homomorphism from prime residue field to finite field
* wrapping of gauss composition (in pari: QuadClassUnit)
* #11697: Global minimal models over number fields with class number >= 1
- this is in Connell and probably wouldn't take to long to get at least a python toy version
- Sage already has this for class number 1 fields
* Reviewing number theory and elliptic curve tickets
* Alice's Group
* Kate's Group http://wiki.sagemath.org/days33/kates
* L-function Project http://wiki.sagemath.org/days33/lfunction