Add to ORKGLet V be a reduced irreducible normal Stein space with a singularity at o ∈ V. We assume that dimCV ≥ 2 throughout the paper. In [7], we made a CR construction of the versal family of deformation of the germ (V, o). The subject of this paper is an analytic approac
This paper uses noncommutative resolutions of non-Gorenstein singularities to construct classical de...
International audienceAbstract Let $f\,{:}\,(\mathbb R^n,0)\to (\mathbb R,0)$ be an analytic functio...
Presents the basic singularity theory of analytic spaces, including local deformation theory, and th...
We give an analytic construction of the versal deformation of normal isolated singularities of dimen...
Introduction. There are several ways to approach to complex an-alytic singularities. One is an (extr...
The present publication contains a special collection of research and review articles on deformation...
This paper is a survey of deformation theory of CR-structures, which is studied in (Al),(A2),(A3),(K...
These notes deal with deformation theory of complex analytic singularities and related objects. The ...
In this paper we study the deformation theory of rational surface singularities with reduced fundam...
Due to the work in [Brieskorn], [Tjurina], [Artin], [Wahl 2] and [Lipman] one un-derstands very well...
In this thesis, we study the deformation theory of strictly pseudoconvex domains and Cn. We show tha...
Given a singularity and a versal deformation of it, an arbitrary deformation can be induced from the...
We are investigating different concepts of modular deformations of germs of isolated singularities (...
In section 1, we show that if X is a Stein normal complex space of dimension n and D ⊂ ⊂ X an open s...
International audienceWe study analytic integrable deformations of the germ of a holomorphic foliati...
This paper uses noncommutative resolutions of non-Gorenstein singularities to construct classical de...
International audienceAbstract Let $f\,{:}\,(\mathbb R^n,0)\to (\mathbb R,0)$ be an analytic functio...
Presents the basic singularity theory of analytic spaces, including local deformation theory, and th...
We give an analytic construction of the versal deformation of normal isolated singularities of dimen...
Introduction. There are several ways to approach to complex an-alytic singularities. One is an (extr...
The present publication contains a special collection of research and review articles on deformation...
This paper is a survey of deformation theory of CR-structures, which is studied in (Al),(A2),(A3),(K...
These notes deal with deformation theory of complex analytic singularities and related objects. The ...
In this paper we study the deformation theory of rational surface singularities with reduced fundam...
Due to the work in [Brieskorn], [Tjurina], [Artin], [Wahl 2] and [Lipman] one un-derstands very well...
In this thesis, we study the deformation theory of strictly pseudoconvex domains and Cn. We show tha...
Given a singularity and a versal deformation of it, an arbitrary deformation can be induced from the...
We are investigating different concepts of modular deformations of germs of isolated singularities (...
In section 1, we show that if X is a Stein normal complex space of dimension n and D ⊂ ⊂ X an open s...
International audienceWe study analytic integrable deformations of the germ of a holomorphic foliati...
This paper uses noncommutative resolutions of non-Gorenstein singularities to construct classical de...
International audienceAbstract Let $f\,{:}\,(\mathbb R^n,0)\to (\mathbb R,0)$ be an analytic functio...
Presents the basic singularity theory of analytic spaces, including local deformation theory, and th...