
Published online:
19 October 2017
Published in print:
25 March 2012
Online ISBN:
9781400842711
Print ISBN:
9780691153704
Contents
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2.1 Some unlikely intersections in number fields 2.1 Some unlikely intersections in number fields
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2.2 Some applications of Theorem 2.1 2.2 Some applications of Theorem 2.1
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2.3 An analogue of Theorem 2.1 for function fields 2.3 An analogue of Theorem 2.1 for function fields
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2.4 Some applications of Theorem 2.2 2.4 Some applications of Theorem 2.2
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2.5 A proof of Theorem 2.2 2.5 A proof of Theorem 2.2
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Notes to Chapter 2 Notes to Chapter 2
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1. Simplifying the proof of Theorem 1.3 1. Simplifying the proof of Theorem 1.3
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2. Rational points on curves over Fp 2. Rational points on curves over Fp
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3. Unlikely Intersections and Holomorphic GCD in Nevanlinna Theory 3. Unlikely Intersections and Holomorphic GCD in Nevanlinna Theory
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Cite
Zannier, Umberto, and David Masser, 'An Arithmetical Analogue', Some Problems of Unlikely Intersections in Arithmetic and Geometry (AM-181) (Princeton, NJ , 2012; online edn, Princeton Scholarship Online, 19 Oct. 2017), https://doi.org/10.23943/princeton/9780691153704.003.0003, accessed 24 Apr. 2025.
Abstract
This chapter slightly moves in another direction to describe a purely arithmetical analogue of Theorem 1.3. This material was not mentioned in the lectures, for lack of time and because of its partially different nature with the rest.
Subject
Geometry
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