Quasi-analytische Zerlegungen

Details Quasi-analytische Zerlegungen Quasi-analytische Zerlegungen

2008-08-28

arxiv.org/abs/0808.3893v1

Mathematics

Complex Variables

31 pages, in german

Scientific paper

The leaves in singular holomorphic foliation theory are examples of quasi-analytic layers. In the first part of our publication we are concerned with a theory of these subjects. A quasi-analytic decomposition of a complex manifold is a decomposition into pairwise disjoint connected quasi-analytic layers. These are holomorphic foliations in the sense of P. Stefan and K. Spallek. A very different but more usual conception of holomorphic foliations is develloped by P. Baum and R. Bott. It is based on holomorphic sheaf theory. In the second part we study the relation between quasi-analytic decompositions and singular holomorphic foliations in the sense of Baum and Bott.

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