Saad El Boukhari

collaborators

2 papers

math.NT2026

A Coates-Sinnott-type Theorem for First Derivatives of Artin $L$ -Functions

Saad El Boukhari

Let $K / k$ be a finite abelian extension of number fields with Galois group $G$ and let $n \geq 2$ . We prove, assuming the relevant $p$ -part of the equivariant Tamagawa number conjec…

math.NT2026

Class Number Relations in Abelian Extensions of Global Fields

Saad El Boukhari, Ben ForrÃ¡s

Consider a finite abelian extension $K / k$ of global fields with Galois group $G$ . We study the rank-one component of the generalized Stickelberger module associated with $K / k$ and…

A Coates-Sinnott-type Theorem for First Derivatives of Artin L-Functions

Class Number Relations in Abelian Extensions of Global Fields

A Coates-Sinnott-type Theorem for First Derivatives of Artin $L$ -Functions