most citedOn the independence of Heegner points associated to distinct quadratic imaginary fields

1 citations · 1 across the 2 of their papers we have counts for

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2 papers

math.NT2009

Function Fields with Class Number Indivisible by a Prime

Michael Daub, Jaclyn Lang, Mona Merling +3

It is known that infinitely many number fields and function fields of any degree have class number divisible by a given integer . However, significantly less is known about…

math.NT2005★ 1 cited

On the independence of Heegner points associated to distinct quadratic imaginary fields

Michael Rosen, Joseph H. Silverman

Let E/Q be an elliptic curve with a fixed modular parametrization F : X_0(N) --> E and let P_1,...,P_r be Heegner points on E attached to the rings of integers of distinct quadrati…