3 citations · 3 across the 3 of their papers we have counts for
3 papers
math.CV2014
On holomorphic flows on Stein surfaces: transversality, dicriticalness and stability
T. Ito, B. Scardua, Y. Yamagishi
We study the classification of the pairs where is a Stein surface and is a complete holomorphic vector field with isolated singularities on . We describe the…
math.CV2008
A non-existence theorem for Morse type holomorphic foliations of codimension one transverse to spheres
Toshikazu Ito, Bruno Scardua
We prove that a Morse type codimension one holomorphic foliation is not transverse to a sphere in the complex affine space. Also we characterize the variety of contacts of a linear…
math.CV2004★ 3 cited
On non-integrable complex distributions: an approach by transversality with real domains
Toshikazu Ito, Bruno Scardua
We study the classification of singularities of holomorphic foliations and non-integrable one-forms under the hypothesis of transversality with real hypersurfaces.