6 citations · 30 across the 32 of their papers we have counts for
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Singular Levi-flats and holomorphic foliations on projective spaces
Bruno Scárdua
We study codimension-one holomorphic foliations admitting invariant singular real-analytic Levi-flat varieties. Our main problem is to determine when the local meromorphic first in…
Relative Cohomology and Deformations of Logarithmic Foliations on Complex Spaces
Víctor León, Bruno Scárdua
We study relative cohomology for logarithmic differential forms and meromorphic forms that are relatively closed with respect to the associated logarithmic foliation. Under suitabl…
Cuspidal Cubic Projective Foliations: Global Rigidity, Deformations, and Pull-Backs
Bruno Scardua
We study rigidity phenomena for holomorphic foliations associated with irreducible cuspidal cubics. If $C\subset\PP^2$ is such a cubic, we denote by its cusp and by its uni…
Holomorphic and Formal First Integrals for Foliations of Codimension One on Complex Analytic Space Germs
Victor León, Bruno Scárdua
We study holomorphic and formal first integrals for germs of codimension-one holomorphic foliations on normal complex analytic spaces. In dimension two, under the assumption that t…
On meromorphic pencils, cusp singularities and holomorphic foliations in the complex plane
Bruno Scardua
We study polynomial holomorphic -forms in that are homologically trivial along the fibers of meromorphic pencils of the form where a…