Foliations on complex projective surfaces
Marco Brunella
TL;DR
This paper provides a classification of holomorphic foliations of nongeneral type on compact Kähler surfaces, offering insights into their structure and properties within complex geometry.
Contribution
It introduces a detailed classification framework for holomorphic foliations of nongeneral type on compact Kähler surfaces, advancing understanding in complex surface theory.
Findings
Classification of holomorphic foliations on compact Kähler surfaces
Identification of properties distinguishing nongeneral type foliations
Framework for analyzing foliation structures in complex geometry
Abstract
These are lecture notes of a course given in Pisa, SNS, in february 2002. They provide a classification of holomorphic foliations of nongeneral type on compact Kaehler surfaces.
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Taxonomy
TopicsGeometry and complex manifolds · Geometric Analysis and Curvature Flows · Algebraic Geometry and Number Theory