Frobenius et non-ramification logarithmique
Language
en
Document de travail - Pré-publication
English Abstract
A $\ell$-extension is said logarithmically unramified if it is locally cyclotomic.The purpose of this article is to explain the construction of the logarithmic Frobenius, which plays the role usually played by the classical ...Read more >
A $\ell$-extension is said logarithmically unramified if it is locally cyclotomic.The purpose of this article is to explain the construction of the logarithmic Frobenius, which plays the role usually played by the classical Frobenius, but in the context of the logarithmic ramification.The interesting point is that usual and logarithmic Frobenius coincide when usual and logarithmic ramification are the same.Read less <
English Keywords
class field theory
$\ell$-adic class field theory
non-logarithmic ramification
Origin
Hal imported