In this talk, we study the spectrum of the Dirac operator in planar domains equipped with infinite mass boundary conditions. We consider two settings: waveguides and domains defined as planar regions lying below the …

Gaussian multiplicative chaos (GMC) is a well-studied random measure appearing as a universal object in the study of Gaussian or approximately Gaussian log-correlated fields. On the other hand, no general framework …

Les associateurs de Drinfeld sont des objets algébriques compliqués qui fournissent des représentations pro-unipotentes/perturbatives universelles des groupes (ou de la catégorie, ou de l'opérade,..) des tresses. …

On se place dans un problème de tests multiples, où les p-valeurs sous l'hypothèse nulle ont une distribution discrète connue, et où celles-ci sont hétérogènes. Les outils classiques de tests multiples, comme la …

The Farrell–Jones conjecture relates the K-theory and L-theory of a group ring R[G] to the K-theory and L-theory of R via the so-called assembly maps. I will recall consequences of the Farrell–Jones Conjecture in …

One associates with every closed plane curve its "bicycle monodromy" -- an element of the Mobius group $PSL(2,R)$, defined via a dynamical system associated with the curve, that keeps appearing in different guises …

An Eclair of non-abelian derived category. Short: Nonabelian derived category is a formal language spoken by both homotopists and algebraic geometers. Long: Nonabelian derived category is a common language shared by …