Journal article
S. Fanali, M. Giulietti
Des. Codes Cryptogr., 2009
Des. Codes Cryptogr., 2009
Semantic Scholar
DBLP
DOI
Cite
Cite
APA
Fanali, S., & Giulietti, M. (2009). On maximal curves with Frobenius dimension 3. Des. Codes Cryptogr.
Chicago/Turabian
Fanali, S., and M. Giulietti. “On Maximal Curves with Frobenius Dimension 3.” Des. Codes Cryptogr. (2009).
MLA
Fanali, S., and M. Giulietti. “On Maximal Curves with Frobenius Dimension 3.” Des. Codes Cryptogr., 2009.
Abstract
Frobenius dimension is one of the most important birational invariants of maximal curves. In this paper, a characterization of maximal curves with Frobenius dimension equal to 3 is provided. Our main tool is the Natural Embedding Theorem for maximal curves. As an application, maximal curves with Frobenius dimension 3 defined over the fields with 16 and 25 elements are completely classified.
