14 citations · 51 across the 25 of their papers we have counts for
14 papers · 1 filter
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.
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…
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…
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…
A structure theorem for neighborhoods of compact complex manifolds
Xianghong Gong, Laurent Stolovitch
We construct an injective map from the set of holomorphic equivalence classes of neighborhoods of a compact complex manifold into for some when $…
Reversible parabolic diffeomorphisms of and exceptional hyperbolic CR-singularities
Martin Klimeš, Laurent Stolovitch
The aim of this article is twofold: First we study holomorphic germs of parabolic diffeomorphisms of that are reversed by a holomorphic reflection and posses an…