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A proof of sørensen’s conjecture on hermitian surfaces
P. Beelen
,
Mrinmoy Datta
,
M. Homma
Published in American Mathematical Society
2021
DOI:
10.1090/proc/15331
Volume: 149
Issue: 4
Pages: 1431 - 1441
Abstract
In this article we prove a conjecture formulated by A. B. Sørensen in 1991 on the maximal number of Fq2-rational points on the intersection of a non-degenerate Hermitian surface and a surface of degree d ≤ q. © 2021 American Mathematical Society.
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Journal Details
Authors (1)
About the journal
Journal
Proceedings of the American Mathematical Society
Publisher
American Mathematical Society
ISSN
00029939
Authors (1)
Mrinmoy Datta
Department of Mathematics
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