2 citations · 2 across the 2 of their papers we have counts for
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math.CV2004
On nonimbeddability of Hartogs figures into complex manifolds
E. Chirka, S. Ivashkovich
We propose a method to construct examples of strange imbeddings of Hartogs figures into complex manifolds. It gives an imbedding of a "thin" Hartogs figure which does not have any…
math.CV2003★ 2 cited
Hyperbolic distance to submanifolds in an almost-complex manifold
S. Ivashkovich, J. -P. Rosay
Complete hyperbolicity of small Euclidean balls with respect to a C^1-smooth almost complex structure standard at origin is improved to give a complete hyperbolicity of strictly ps…
math.CV2000
Complete hyperbolic neighborhoods in almost-complex surfaces
R. Debalme, S. Ivashkovich
We prove that each point in an almost-complex surface has a basis of complete hyperbolic neighborhoods. The problem is local, and therefore we can consider the case when our surfac…