2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.AG2014
Un théorème de linéarité de la construction d'Abbes et Saito pour les connexions méromorphes
Jean-Baptiste Teyssier
Let M be a connection on a complex affine space with poles along a hyperplane. In this paper, we prove that the nearby cycles of Abbes and Saito's construction applied to M satisfy…
math.AG2014★ 2 cited
Sur une caractérisation des D-modules holonomes réguliers
Jean-Baptiste Teyssier
Let X be a smooth complex manifold. Let Sol denote the solution functor for D-modules on X. Traditionally, the fully-faithfulness of Riemann-Hilbert correspondance is proved by sho…
math.AG2012
La construction d'Abbes et Saito pour les connexions méromorphes: aspect formel en dimension 1
Jean-Baptiste Teyssier
By using a blow-up construction, the nearby-cycle functor and l-adic Fourier transform, Abbes and Saito are able to define a geometric measure of wild ramification of l-adic sheave…