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Mathematical Research Letters
Volume 30 (2023)
Number 5
Finiteness of non-constant maps over a number field
Pages: 1521 – 1534
DOI: https://dx.doi.org/10.4310/MRL.2023.v30.n5.a9
Author
Abstract
Motivated by the intermediate Lang conjectures on hyperbolicity and rational points, we prove new finiteness results for non-constant morphisms from a fixed variety to a fixed variety defined over a number field by applying Faltings’s finiteness results to moduli spaces of maps.
Received 19 August 2021
Received revised 22 November 2021
Accepted 21 December 2021
Published 14 May 2024