In this work we prove a Brunella–Khanedani–Suwa variational type residue theorem for currents invariant by holomorphic foliations. As a consequence, we provide conditions for the accumulation of the leaves to the intersection of the singular set of a holomorphic foliation with the support of an invariant current.
Brunella–khanedani–suwa variational residues for invariant currents
Correa Barros Mauricio;
2021-01-01
Abstract
In this work we prove a Brunella–Khanedani–Suwa variational type residue theorem for currents invariant by holomorphic foliations. As a consequence, we provide conditions for the accumulation of the leaves to the intersection of the singular set of a holomorphic foliation with the support of an invariant current.File in questo prodotto:
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