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An Addition Algorithm in Jacobian of C_(34) Curve

机译:C_(34)曲线的雅可比行列式加法算法

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This paper gives an efficient algorithm to compute addition in Jacobian of C_(34) curves. The paper modifies the addition algorithm of, by classifying the forms of Groebner bases of all ideals involved in the addition in Jacobian, and by computing Groebner bases of ideals without using Buchberger algorithm. The algorithm computes the addition in Jacobian of C_(34) curves in about 3 times amount of computation of the one in elliptic curves, when the sizes of groups are set to be the same.
机译:本文提出了一种有效的算法来计算C_(34)曲线的雅可比行列式。通过对Jacobian加法中涉及的所有理想的Groebner基的形式进行分类,并通过不使用Buchberger算法来计算理想的Groebner基,本文对的加法算法进行了修改。当组的大小设置为相同时,该算法以三倍于椭圆曲线的计算量来计算C_(34)曲线的雅可比行列式。

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