most citedFefferman's mapping theorem on almost complex manifolds

1 citations · 1 across the 4 of their papers we have counts for

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math.CV2005

Pseudoholomorphic discs near an elliptic point

Alexandre Sukhov, Alexander Tumanov

We prove the existence and study the geometry of Bishop discs near an elliptic point of a real n-dimensional submanifold of an almost complex n-dimensional manifold.

math.CV2005

An existence theorem for stationary discs in almost complex manifolds

Andrea Spiro, Alexandre Sukhov

An existence theorem for stationary discs of strongly pseudoconvex domains in almost complex manifolds is proved. More precisely, it is shown that, for all points of a suitable nei…

math.CV2004

Pseudoholomorphic discs attached to CR-submanifolds of almost complex spaces

N. Kruzhilin, A. Sukhov

Let E be a generic real submanifold of an almost complex manifold. The geometry of Bishop discs attached to E is studied in terms of the Levi form of E.

math.CV20041 cited

Fefferman's mapping theorem on almost complex manifolds

Bernard Coupet, Herve Gaussier, Alexandre Sukhov

We give a necessary and sufficient condition for the smooth extension of a diffeomorphism between smooth strictly pseudoconvex domains in four real dimensional almost complex manif…

math.CV200317 cited

Riemann maps in almost complex manifolds

B Coupet, H Gaussier, A Sukhov

We prove the existence of stationary discs in the ball for small almost complex deformations of the standard structure. We define a local analogue of the Riemann map and establish…

math.CV20033 cited

Wong-Rosay Theorem in almost complex manifolds

H. Gaussier, A. Sukhov

We study the compactness of sequences of diffeomorphisms in almost complex manifolds in terms of the direct images of the standard integrable structure.