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Mathematical Research Letters
Volume 28 (2021)
Number 1
Hilbert property for double conic bundles and del Pezzo varieties
Pages: 271 – 283
DOI: https://dx.doi.org/10.4310/MRL.2021.v28.n1.a11
Author
Abstract
In this paper we prove that, over a Hilbertian ground field, surfaces with two conic fibrations whose fibres have non-zero intersection product have the Hilbert property. We then give an application of this result, namely the verification of the Hilbert property for certain del Pezzo varieties.
Received 30 April 2019
Accepted 22 August 2019
Published 24 May 2022