Journal title
Proceedings of the London Mathematical Society
DOI
10.1112/plms.12307
Issue
6
Volume
120
Last updated
2023-07-31T12:01:13.517+01:00
Page
770-830
Abstract
© 2019 London Mathematical Society Let Aʹ be the set of integers missing any three fixed digits from their decimal expansion. We produce primes in a thin sequence by proving an asymptotic formula for counting primes of the form p = m2 + l2, with l ϵ Aʹ. The proof draws on ideas from the work of Friedlander–Iwaniec on primes of the form p = x2 + y4, as well as ideas from the work of Maynard on primes with restricted digits.
Symplectic ID
1095748
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Publication type
Journal Article
Publication date
01 Jun 2020