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Titlebook: Higher Dimensional Varieties and Rational Points; Károly Böröczky,János Kollár,Tamás Szamuely Book 2003 Springer-Verlag Berlin Heidelberg

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Acknowledgmentsce program. Financial support from the High Level Scientific Conferences project of the European Union (contract No. HPCF-CT-2001-00062) and the Paul Erdős Summer Research Center is gratefully acknowledged. The editors are indebted to Emmanuel Peyre for the cover illustration. Last but not least, th
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Rationally Connected Varieties and Fundamental Groupsn of hyperplanes with . then . is surjective, where . is the topological fundamental group. Later a quasiprojective version of this result was also established (see, for instance, [13] for a discussion and further generalizations). This says that if .. ⊂ . is open and C ⊂ X as above is ., then . is
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