On the Bimeromorphic Geometry of Compact Complex Contact Threefolds

Details On the Bimeromorphic Geometry of Compact Complex Contact Threefolds On the Bimeromorphic Geometry of Compact Complex Contact Threefolds

2009-10-23

arxiv.org/abs/0910.4483v2

Mathematics

Algebraic Geometry

LaTeX, 11 pages, final version (Theorem 2.5 fixed); to appear in a volume on the occasion of the conference "Classification of

Scientific paper

We prove that a compact contact threefold which is bimeromorphically
equivalent to a Kaehler manifold and not rationally connected is the
projectivised tangent bundle of a Kaehler surface.

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