L. Stolovitch

most citedFamily of intersecting totally real manifolds of

(C^{n}, 0)

and CR-singularities

7 citations · 7 across the 2 of their papers we have counts for

collaborators

2 papers

math.CV2005★ 7 cited

Family of intersecting totally real manifolds of $(C^{n}, 0)$ and CR-singularities

L. Stolovitch

The first part of this article is devoted to the study families of totally real intersecting $n$ -submanifolds of $(C^{n}, 0)$ . We give some conditions which allow to straighten h…

math.DS2005

A KAM phenomenon for singular holomorphic vector fields

L. Stolovitch

Let $X$ be a germ of holomorphic vector field at the origin of $C^{n}$ and vanishing there. We assume that $X$ is a "nondegenerate" good perturbation of a singular completely i…

Family of intersecting totally real manifolds of (Cn,0) and CR-singularities

A KAM phenomenon for singular holomorphic vector fields

Family of intersecting totally real manifolds of $(C^{n}, 0)$ and CR-singularities