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20032009
most citedSingularites reelles isolees et developpements asymptotiques d'integrales oscillantes

2 citations · 4 across the 5 of their papers we have counts for

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6 papers

math.CV2009

Le thème d'une période évanescente

Daniel Barlet

In this article we study holomorphic deformations of the filtered Gauss-Manin systems associated to a vanishing period integral. For that purpose we introduce a new sub-class of th…

math.AG2009★ 2 cited

Périodes évanescentes et -modules monogènes

Daniel Barlet

In order to describe the asymptotic behaviour of a vanishing period in a one parameter family we introduce and use a very simple algebraic structure : regular geometric (a,b)-modul…

math.CV2008

Un théorème à la "Thom-Sebastiani" pour les intégrales-fibres

Daniel Barlet

The aim of this article is to prove a Thom-Sebastiani theorem for the asymptotics of the fiber-integrals. This means that we describe the asymptotics of the fiber-integrals of the…

math.CV2007

Sur les fonctions à singularité de dimension 1

Daniel Barlet

In this article we show that all results proved for a large class of holomorphic germs with a 1-dimension singularity in [B.II] are…

math.AG2005

Sur certaines singularites non isolees d'hypersurfaces I

Daniel Barlet

The aim of this fisrt part is to introduce, for a rather large class of hypersurface singularities with 1 dimensionnal locus, the analog of the Brieskorn lattice at the origin (the…

math.CV2003★ 2 cited

Singularites reelles isolees et developpements asymptotiques d'integrales oscillantes

Daniel Barlet

Let (X_R, 0) be a germ of real analytic subset in (R^N, 0) of pure dimension n+1 with an isolated singularity at 0. Let (f_R,0) : (X_R, 0) --> (R,0) a real analytic germ with an is…