4 citations · 5 across the 8 of their papers we have counts for
8 papers
-cohomology of -adic Stein spaces
Sally Gilles, Damien Junger
We compute the étale -cohomology of some -adic rigid analytic Stein spaces. The computation is done by considering the filtration induced by the subgroup of princi…
Pour une définition commune des courbes elliptiques et modules de Drinfeld
Quentin Gazda, Damien Junger
It is often stated that the Carlitz module is to the ring of univariate polynomials over a finite field what the multiplicative group is to the ring of integers. This analogy exten…
Cohomologie mod des fibrés en droites équivariants sur le demi-plan de Drinfeld
Damien Junger
We give a classification of all equivariant line of bundles on the semi-stable model of the Drinfeld upper half plane on for a certai…
Cohomologie de de Rham du revêtement modéré de la tour de Lubin-Tate
Damien Junger
In this article, we study the De Rham cohomology of the first cover in the Lubin-Tate tower. In particular, we get a purely local proof that the supercuspidal part realizes the loc…
Cohomologie de de Rham du revêtement modéré de l'espace de Drinfeld
Damien Junger
In this article, we study the De Rham cohomology of the first cover in the Drinfel'd tower. In particular, we get a purely local proof that the supercuspidal part realizes the loca…
Équations pour le premier revêtement de l'espace symétrique de Drinfeld
Damien Junger
The goal of this work is to study some aspects of the geometry of the first cover in the Drinfeld tower over the Drinfeld symmetric space over a finite e…
Un autre calcul des fonctions inversibles sur l'espace symétrique de Drinfeld
Damien Junger
In this article, we give an explicit description of the invertible functions on the Drinfeld symmetric space over a finite extension of . We identify them with so…
Cohomologie analytique des arrangements d'hyperplans
Damien Junger
In this article, we study the cohomology of some analytic sheaves on the complementary in the projective space of a suitable infinite collection of hyperplane like the Drinfel'd sy…