4 citations · 5 across the 5 of their papers we have counts for
6 papers
Approche logarithmique des noyaux étales sauvages des corps de nombres
Jean-François Jaulent, Alexis Michel
We study the l-part of the the wild étale kernels WK2i(F) of an arbitary number field F for a given prime l in connection with the logarithmic l-class groups. From the logarithmic…
Sur le sous-groupe des éléments de hauteur infinie du K2 d'un corps de nombres
Jean-François Jaulent, Florence Soriano-Gafiuk
By using the logarithmic approach of the classical kernels for the K2 of number fields, we compute the 2-rank of the wild kernel WK2(F) and the 2-rank of the subgroup of infinite h…
Compactification l-adique de R
Jean-François Jaulent
We construct a compact topological group Rl which contains both the real additive group R and the l-adic one Ql (for a given prime number l) as dense subgroups; thus we study some…
Généralisation d'un Théorème d'Iwasawa
Jean-François Jaulent
We extend to convenient finite quotients of a noetherian Lambda-module the classical result of K. Iwasawa giving the asymptotic expression of the l-part of the number of ideal clas…
Plongements l-adiques et l-nombres de Weil
Jean-François Jaulent
We define l-adic analogs of classical Weil numbers in connexion both with complex or l-adic imbeddings of number fields and real or l-adic absolute values. As an application we giv…
Note sur la conjecture de Leopoldt
Jean-François Jaulent
We prove that number fields with arbitrary degree but weak ramification satisfy the Leopoldt conjecture on the l-adic rank of the group of units