AbstractA real or complex foliation of codimension one is said to be of P-th kind if there is a defining Godbillon-Vey cocycle of length p but not of smaller length. For simply connected manifolds some remarks are made on the kind of a foliation and the transverse structure.RésuméDans toute la suite V désignera une variété connexe analytique réelle ou complexe de Stein. Les fonctions et formes différentielles seront supposées, le cas échéant, analytiques rélles ou complexes sauf mention expresse du contraire
summary:The second order transverse bundle $T^2_{}M$ of a foliated manifold $M$ carries a natural st...
We study the interplay between CR structures on real Lie algebras and $\mathcal{G}$-Lie foliations (...
We study the interplay between CR structures on real Lie algebras and $\mathcal{G}$-Lie foliations (...
AbstractA real or complex foliation of codimension one is said to be of P-th kind if there is a defi...
Symplectic (not necessarily Riemannian) foliations have a transversely symplectic structure for whic...
Symplectic (not necessarily Riemannian) foliations have a transversely symplectic structure for whic...
A part of version 1 will appear in Comment. Math. Helv. 81 (2006), namely the main theorem which act...
L'objet de ce travail est de généraliser au cas des variétés feuilletées par variétés complexes la t...
In this article, we focus on a very special class of foliations with complex leaves whose diffeomorp...
We consider real analytic foliations X with complex leaves of transversaò dimension one and we give ...
In this article, we focus on a very special class of foliations with complex leaves whose diffeomorp...
We consider real analytic foliations X with complex leaves of transversaò dimension one and we give ...
The results of Biswas (2000) are extended to the situation of transversely projective foli-ations. I...
The results of Biswas (2000) are extended to the situation of transversely projective foli-ations. I...
In [12], Nishikawa and Sato studied conformal and projective foliations defined as foliations whose ...
summary:The second order transverse bundle $T^2_{}M$ of a foliated manifold $M$ carries a natural st...
We study the interplay between CR structures on real Lie algebras and $\mathcal{G}$-Lie foliations (...
We study the interplay between CR structures on real Lie algebras and $\mathcal{G}$-Lie foliations (...
AbstractA real or complex foliation of codimension one is said to be of P-th kind if there is a defi...
Symplectic (not necessarily Riemannian) foliations have a transversely symplectic structure for whic...
Symplectic (not necessarily Riemannian) foliations have a transversely symplectic structure for whic...
A part of version 1 will appear in Comment. Math. Helv. 81 (2006), namely the main theorem which act...
L'objet de ce travail est de généraliser au cas des variétés feuilletées par variétés complexes la t...
In this article, we focus on a very special class of foliations with complex leaves whose diffeomorp...
We consider real analytic foliations X with complex leaves of transversaò dimension one and we give ...
In this article, we focus on a very special class of foliations with complex leaves whose diffeomorp...
We consider real analytic foliations X with complex leaves of transversaò dimension one and we give ...
The results of Biswas (2000) are extended to the situation of transversely projective foli-ations. I...
The results of Biswas (2000) are extended to the situation of transversely projective foli-ations. I...
In [12], Nishikawa and Sato studied conformal and projective foliations defined as foliations whose ...
summary:The second order transverse bundle $T^2_{}M$ of a foliated manifold $M$ carries a natural st...
We study the interplay between CR structures on real Lie algebras and $\mathcal{G}$-Lie foliations (...
We study the interplay between CR structures on real Lie algebras and $\mathcal{G}$-Lie foliations (...