Projective surface automorphisms of positive topological entropy from an arithmetic viewpoint

Mathematics – Algebraic Geometry

Scientific paper

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24 pages

Scientific paper

Let X be a smooth projective surface over a number field, and $f: X \to X$ an
automorphism of positive topological entropy. In this paper, we construct a
height function on X that behaves well relative to f and deduce some arithmetic
properties of (X; f).

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