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Class numbers of real quadratic fields
Abstract
Let d>0 be a fundamental discriminant of a real quadratic field. Let h(d) be the class number and εd the fundamental unit of the real quadratic field Q(d). In this paper, we prove that if there is an elliptic curve E over Q whose Hasse-Weil L-function LE/Q(s) has a zero of order g at s=1, then there is an effectively computable constant κ>0...
Paper Details
Title
Class numbers of real quadratic fields
Published Date
Feb 1, 2022
Journal
Volume
231
Pages
1 - 47
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