1 citations · 2 across the 2 of their papers we have counts for
3 papers
math.NT2017★ 1 cited
Description de torseurs quasi-versels pour une famille de surfaces fibrées en coniques
Kevin Destagnol
Generalising work of La Bretèche, Browning and Peyre and of the author, we describe the geometry required by Manin's principle and Peyre's conjecture for a family of conic bundle s…
math.NT2017
La conjecture de Manin pour une famille de variétés en dimension supérieure
Kevin Destagnol
Inspired by a method of La Bretèche relying on some unique factorisation, we generalize work of Blomer, Brüdern, and Salberger to prove Manin's conjecture in its strong form conjec…
math.NT2015★ 1 cited
La conjecture de Manin pour certaines surfaces de Châtelet
Kevin Destagnol
Following the line of attack from La Bretèche, Browning and Peyre, we prove Manin's conjecture in its strong form conjectured by Peyre for a family of Châtelet surfaces which are d…