activity
20052026
most citedReal submanifolds of maximum complex tangent space at a CR singular point, I

14 citations · 51 across the 25 of their papers we have counts for

collaborators

30 papers

math.CV2026

A survey on normal forms of real submanifolds with CR singularity

Xianghong Gong, Laurent Stolovitch

We survey results dating back from the seminal works of Bishop and Moser-Webster as well as more recent advances.

math.DS2025

Invariant sets through resonant normal form for infinite dimensional holomorphic vector fields

Jessica Elisa Massetti, Michela Procesi, Laurent Stolovitch

In this paper, we study infinite dimensional holomorphic vector fields on sequence spaces, having a fixed point at . Under suitable hypotheses we prove the existence of analytic…

math.CV2025

On neighborhoods of embedded toroidal and Hopf manifolds and their foliations

Laurent Stolovitch, Xiaojun Wu

In this article, we give completely new examples of embedded complex manifolds the germ of neighborhood of which is holomorphically equivalent to a germ of neighborhood of the zero…

math.DS2025

Local rigidity of group actions of isometries on compact Riemannian manifolds

Laurent Stolovitch, Zhiyan Zhao

In this article, we consider perturbations of isometries on a compact Riemannian manifold . We investigate the smooth (resp. analytic) rigidity phenomenon of groups of these iso…

math.CV2025

On neighborhoods of projective space bundles over elliptic curves

Takayuki Koike, Laurent Stolovitch

We give conditions ensuring that a neighborhood of an embedded projective space bundle over an elliptic curve is holomorphically equivalent to a neighborhood of the zero section of…

math.CV2024

Ueda foliation problem for complex tori

Laurent Stolovitch, Xiaojun Wu

We consider an embedded general complex torus into a complex manifold with a unitary flat normal bundle . We show the existence of (non-singular) holomorphic f…