The 16-rank of ℚ()
Algebra & Number Theory, vol. 14, pp. 37–65
Abstract
Recently, a density result for the $16$-rank of $\text{Cl}(\mathbb{Q}(\sqrt{-p}))$ was established when $p$ varies among the prime numbers, assuming a short character sum conjecture. In this paper we prove the same density result unconditionally.
Authors 1
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Affiliation as printed
Mathematisch Instituut, Leiden University, Leiden, Netherlands
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