2004-01-19Buch DOI: 10.18452/2575
Some Computational Aspects of Jacobians of Curves in the Family y3 = gamma x5 + delta Over Fp
In this paper, we study the Jacobian varieties of certain diagonal curves of genus four : we first give the structure of the Jacobian, showing that it is simple over the prime field in most cases, then we give a reduction algorithm, suitable for calculations in the group of its rational points.
Files in this item
No license information