1 citations
- Université de LorraineFR15 papers
- Centre National de la Recherche ScientifiqueFR5 papers
- Lebanese UniversityLB2 papers
- Centre de Recherche en Automatique de NancyFR1 paper
- Institut de Recherche Mathématique AvancéeFR1 paper
- Institut Universitaire de FranceFR1 paper
- International University of Fundamental StudiesRU1 paper
- International University of the CaribbeanJM1 paper
- Jilin UniversityCN1 paper
- Laboratoire Analyse, Géométrie et ApplicationsFR1 paper
- Laboratoire de Mathématiques de Bretagne AtlantiqueFR1 paper
- Memorial University of NewfoundlandCA1 paper
22 papers
Masures associated with split Kac-Moody groups over valued fields
Auguste Hebert
Masures are generalizations of Bruhat-Tits buildings adapted to the study of Kac--Moody groups over valued fields. They were introduced by Gaussent and Rousseau in 2007. Rousseau d…
A going-down principle for {é}tale groupoids and the Baum-Connes conjecture
Kai Mao
We study a going-down principle for {é}tale groupoids and its applications, extending previous results for locally compact groups by Chabert, Echterhoff and Oyono-Oyono, and for a…
A note on the transcendental basepoint-free conjecture for Calabi-Yau manifolds
Bastien Philippe
In this note, we prove that the transcendental basepoint-free conjecture for Calabi-Yau manifolds holds if it holds for its hyperk{ä}hler factors in its Beauville-Bogomolov decomp…
Hierarchical models for large chemical reaction networks
J. Unterberger, U. Herbach, R. Cellier
The quest for the origin of life, especially in the metabolism-first scenario inspired by the celebrated Miller-Urey experiment, has triggered a research program dedicated to study…
Biharmonic Steklov problems with Neumann boundary conditions and spectral inequalities on differential forms
Rodolphe Abou Assali
We introduce a biharmonic Steklov problem with Neumann-type boundary conditions on differential forms and show that it is well-posed. We prove the existence of a discrete spectrum…
Generalized Brieskorn Modules I: Convergent (a,b)-modules
Daniel Barlet
This paper is the first one of two papers whose goal is to give a converse to the main result of my previous paper [6], so to prove the existence of multiple poles for the distribu…