File(s) not publicly available
Families of curves covered by the Hermitian curve
journal contribution
posted on 2023-06-08, 09:32 authored by M Giulietti, J W P Hirschfeld, G Korchmáros, F TorresLet K be the finite field of order $q^2$. For every positive divisor m of q+1 for which d =(q+1)/m is prime, the plane curves C with the given affine equation are covered by the Hermitian curve. The non-singular K-models of these curves are K-maximal and provide examples of non-isomorphic curves with the same genus and the same automorphism group. The case m=2 was previously investigated by the authors.
History
Publication status
- Published
Journal
Séminaires et congrèsISSN
1285-2783Publisher
Société mathématique de FranceVolume
21Page range
63-78Department affiliated with
- Mathematics Publications
Full text available
- No
Peer reviewed?
- Yes
Legacy Posted Date
2012-02-06Usage metrics
Categories
No categories selectedKeywords
Licence
Exports
RefWorks
BibTeX
Ref. manager
Endnote
DataCite
NLM
DC