id summary reporter owner description type status priority milestone component resolution keywords cc merged author reviewer upstream work_issues branch commit dependencies stopgaps
9467 p-adic L-series associated to modular Jacobians jen was "This is a first attempt at merging the code William and I wrote during Sage Days 22 to compute p-adic L-series associated to modular Jacobians.
Below is an example of a p-adic L-series associated to the rank 2 Jacobian of a curve (level N = 188) in
""Empirical evidence for the Birch and Swinnerton-Dyer conjectures for modular Jacobians of genus 2 curves"" (Flynn, Leprevost, Schaefer, Stein, Stoll, Wetherell).
I realize the naming isn't quite right (this is the L-series of a
curve whose Jacobian is a certain quotient of J_0(N) ...), but here's the main function:
{{{
sage: J = J0(188)
sage: L = J.padic_lseries(7)
sage: f = L.series(5)
}}}" enhancement new major sage-6.4 number theory lseries N/A public/ticket/9467 25b22559aea89c9179c50bc67ae4b8ff58d7c639