Abstract:
Miller-Rabin algorithm is the main stream probabilistic primality test algorithm, and is very important in constructing cryptography security system. When lots of primality test algorithms have been compared and Miller-Rabin algorithm has been researched in detail ,it is proved that Miller-Rabin algorithm is the best choice to be used in constructing cryptography security system to perform primality test. The performance of Miller-Rabin can be improved by optimizing the low level operations.
摘要: Miller-Rabin算法是目前主流的基于概率的素数测试算法,在构建密码安全体系中占有重要的地位。通过比较各种素数测试算法和对Miller-Rabin算法进行的仔细研究,证明在计算机中构建密码安全体系时,Miller-Rain算法是完成素数测试的最佳选择。通过对Miller-Rabin算法底层运算的优化,可以取得较以往实现更好的性能。
关键词:
素数,
算法,
时间复杂度,
误判概率,
密码学
CLC Number:
QIN Xiaodong,XIN Yunwei,LU Guizhang. Research and Efficient Implementation of Miller-Rabin Algorithm[J]. , 2002, 28(10): 63-65.
秦晓东,辛运帏,卢桂章. Miller-Rabin算法研究与优化实现[J]. , 2002, 28(10): 63-65.