arXiv · 2301.05673
Explicit Approximations to Class Field Towers
Abstract
We answer a question of Peikert and Rosen by giving for each $ε> 0$ an efficient construction of infinite families of number fields $N$ such that the root discriminant $D_N^{1/[N:\mathbb{Q}]}$ is bounded above by a constant times $[N:\mathbb{Q}]^ε$.
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Frauke M. Bleher, Ted Chinburg. 2026-01-25. Explicit Approximations to Class Field Towers. https://arxiv.org/abs/2301.05673
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