Density measure of rational points on Abelian varieties
Density measure of rational points on Abelian varieties
Abstract Let be a simple Abelian variety of dimension g over โ, and let โ be the rank of the Mordell-Weil group (โ). Assume โ โฅ 1. A conjecture of Mazur asserts that the closure of (โ) into (โ) for the real topology contains the neutral component (โ) 0 of โฆ