m at h . A G ] 2 9 Ju l 1 99 8 ON CURVES COVERED BY THE HERMITIAN CURVE , II

Abstract

We classify, up to isomorphism, maximal curves covered by the Hermit-ian curve H by a prime degree Galois covering. We also compute the genus of maximal curves obtained by the quotient of H by several automorphisms groups. Finally we discuss the value for the third largest genus that a maximal curve can have. 

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Cite this paper

@inproceedings{Cossidente1998mAH, title={m at h . A G ] 2 9 Ju l 1 99 8 ON CURVES COVERED BY THE HERMITIAN CURVE , II}, author={Antonio Cossidente and G{\'a}bor Korchm{\'a}ros and F. Torres}, year={1998} }