We give an upper bound of the degree of quasi-smooth hypersurfaces which are invariant by a one dimensional holomorphic foliation on a weighted projective space. This bound depends only on the degree of the foliation and the weights of the space.
Poincaré problem for weighted projective foliations
MAURICIO BARROS CORREA JUNIOR
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2017-01-01
Abstract
We give an upper bound of the degree of quasi-smooth hypersurfaces which are invariant by a one dimensional holomorphic foliation on a weighted projective space. This bound depends only on the degree of the foliation and the weights of the space.File in questo prodotto:
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