Thomas Peternell, Michael Schneider, Andrew J. Sommese
Abstract
In this article we study how the birational geometry of a normal projective variety X is influenced by a normal subvariety A ⊂ X. One of the most basic examples in this context is provided by the following situation. Let f: X → Y be a surjective
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In this article we study how the birational geometry of a normal projective variety X is influenced by a normal subvariety A ⊂ X. One of the most basic examples in this context is provided by the following situation. Let f: X → Y be a surjective
Key concepts: Mathematics, Kodaira dimension, Dimension (graph theory), Pure mathematics, Algebra over a field