A generalization of the GiuliettiKorchmaros maximal curve
Garcia, Arnaldo and Güneri, Cem and Stichtenoth, Henning (2008) A generalization of the GiuliettiKorchmaros maximal curve. (Accepted/In Press) AbstractWe introduce a family of algebraic curves over $\F_{q^{2n}}$ (for an odd $n$) and show that they are maximal. When $n=3$, our curve coincides with the $\F_{q^6}$maximal curve that has been found by Giulietti and Korchm\'{a}ros recently. Their curve (i.e., the case $n=3$) is the first example of a maximal curve proven not to be covered by the Hermitian curve. Item Type:  Article 

Subjects:  Q Science > QA Mathematics 

ID Code:  8625 

Deposited By:  Cem Güneri 

Deposited On:  14 Jul 2008 10:10 

Last Modified:  26 Jul 2010 16:27 

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