JSTOR Daily

Explicit L-functions and a Brauer–Siegel theorem for Hessian elliptic curves

R. P. Conceic˜ao, C. Hall & D. Ulmer, “Explicit points on the Legendre curve II”, Math. Res. Lett. 21 (2014), no. 2, p. 261-280. C. Davis & T. Occhipinti ...
JSTOR Daily

The Main Conjecture for CM Elliptic Curves at Supersingular Primes

At a prime of ordinary reduction, the Iwasawa "main conjecture" for elliptic curves relates a Selmer group to a p-adic L-function. In the supersingular case, the statement of the main conjecture is ...
Quanta Magazine

Elliptic Curves Yield Their Secrets in a New Number System

Many complicated advances in research mathematics are spurred by a desire to understand some of the simplest questions about numbers. How are prime numbers distributed in the integers? Are there ...
Ars Technica

A (relatively easy to understand) primer on elliptic curve cryptography

Author Nick Sullivan worked for six years at Apple on many of its most important cryptography efforts before recently joining CloudFlare, where he is a systems engineer. He has a degree in mathematics ...