Mohamed Saïdi

most citedOn the arithmetic of abelian varieties

4 citations · 4 across the 3 of their papers we have counts for

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math.NT2019

The $m$ -step solvable anabelian geometry of number fields

Mohamed Saidi, Akio Tamagawa

Given a number field $K$ and an integer $m \geq 0$ , let $K_{m}$ denote the maximal $m$ -step solvable Galois extension of $K$ and write $G_{K}^{m}$ for the maximal $m$ -step solvable Galois…

math.NT2015★ 4 cited

On the arithmetic of abelian varieties

Mohamed Saidi, Akio Tamagawa

We prove some new results on the arithmetic of abelian varieties over function fields of one variable over finitely generated (infinite) fields. Among other things, we introduce ce…

math.NT2015

A local-global principle for torsors under geometric prosolvable fundamental groups

Mohamed Saidi

We prove a local-global principle for torsors under the prosolvable geometric fundamental group of a hyperbolic curve over a number field.

The m-step solvable anabelian geometry of number fields

On the arithmetic of abelian varieties

A local-global principle for torsors under geometric prosolvable fundamental groups

The $m$ -step solvable anabelian geometry of number fields