Campana Points on Diagonal Hypersurfaces
Book chapter, 2024
We construct an integral model for counting Campana points of bounded height on diagonal hypersurfaces of degree greater than one and give an asymptotic formula for their number, generalizing work by Browning and Yamagishi. The paper also includes background material on the theory of Campana points on hyperplanes and previous results in the field.
Author
Francesca Balestrieri
The American University of Paris
Julia Brandes
Chalmers, Mathematical Sciences, Algebra and geometry
University of Gothenburg
Miriam Kaesberg
University of Göttingen
Judith Ortmann
University of Hanover
Marta Pieropan
Mathematisch Instituut
Rosa Winter
King's College London
Women in Numbers Europe IV
Vol. 32 63-92
978-3-031-52162-1 (ISBN)
Subject Categories (SSIF 2011)
Mathematics
DOI
10.1007/978-3-031-52163-8_3