4 citations · 4 across the 2 of their papers we have counts for
3 papers
math.AG2008★ 4 cited
Fonctions L d'Artin et nombre de Tamagawa motiviques
David Bourqui
In the first part of this text, we define motivic Artin L-fonctions via a motivic Euler product, and show that they coincide with the analogous functions introduced by Dhillon and…
math.AG2008
Comptage de courbes sur le plan projectif éclaté en trois points alignés
David Bourqui
We prove a version of Manin's conjecture for the projective plane blown up in three collinear points, the base field being a global field of positive characteristic.
math.NT2005
Fonction zêta des hauteurs des variétés toriques non déployées
David Bourqui
We investigate the anticanonical height zeta function of a (non necessarily split) toric variety defined over a global field of positive characteristic, drawing our inspiration fro…