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一类Koblitz椭圆曲线的快速点乘
Alternative Titlefast multiplication on a family of koblitz elliptic curves
胡磊; 冯登国; 文铁华
2003
Source软件学报
ISSN1000-9825
Volume14Issue:11Pages:1907-1910
English Abstract考虑一类特征3的Koblitz椭圆曲线的快速点乘算法.在这类曲线上适合建立低带宽的、可证明安全的密码体制.结果显示,利用这类曲线的复乘性质,使用模约减和Frobenius展开技巧,这类曲线上存在一种不带预计算的快速点乘算法,其运算速度是通常的重复加倍-点加算法的6倍.该算法的快速优化原理与有限域算术优化和椭圆曲线点的坐标表示的选取无关.
Indexed TypeCSCD
Keyword椭圆曲线 点乘 Frobenius展开式 模约减 快速算法
Department信息安全国家重点实验室
Language中文
CSCD IDCSCD:1205507
Content Type期刊论文
URIhttp://ir.iscas.ac.cn/handle/311060/1711
Collection信息安全国家重点实验室
Recommended Citation
GB/T 7714
胡磊,冯登国,文铁华. 一类Koblitz椭圆曲线的快速点乘[J]. 软件学报,2003,14(11):1907-1910.
APA 胡磊,冯登国,&文铁华.(2003).一类Koblitz椭圆曲线的快速点乘.软件学报,14(11),1907-1910.
MLA 胡磊,et al."一类Koblitz椭圆曲线的快速点乘".软件学报 14.11(2003):1907-1910.
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