Abstract

We prove that all but finitely many Heegner points on a given modular elliptic curve (or, more generally, on a given quotient of the modular Jacobian variety $J_0(N)$) are of infinite order in the Mordell-Weil group where they naturally live, i.e., over the corresponding ring class field.

DOI

First Page

549

Last Page

556

Recommended Citation

NEKOVAR, J, & SCHAPPACHER, N (1999). On The Asymptotic Behavior of Heegner Points. Turkish Journal of Mathematics 23 (4): 549-556. https://doi.org/-

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