期刊文献+
共找到2篇文章
< 1 >
每页显示 20 50 100
一种改进的Montgomery模乘快速算法 被引量:8
1
作者 孔凡玉 于佳 李大兴 《计算机工程》 CAS CSCD 北大核心 2005年第8期1-3,9,共4页
利用Karatsuba-Ofman算法的思想,改进了Montgomery模乘的CIOS实现算法:一方面,改进后的CIOS算法在时间效率上有较大提高,减少的乘法次数比率接近25%;另一方面,改进后的算法具有更好的并行性,能够实现两个乘法器的并行结构,适合于设计高... 利用Karatsuba-Ofman算法的思想,改进了Montgomery模乘的CIOS实现算法:一方面,改进后的CIOS算法在时间效率上有较大提高,减少的乘法次数比率接近25%;另一方面,改进后的算法具有更好的并行性,能够实现两个乘法器的并行结构,适合于设计高速的RSA密码专用芯片。 展开更多
关键词 RSA密码体制 MONTGOMERY模乘 CIOS算法 Karatsuba-Ofman算法
下载PDF
Proactive Weighted Threshold Signature Based on Generalized Chinese Remainder Theorem
2
作者 Cheng Guo Chin-Chen Chang 《Journal of Electronic Science and Technology》 CAS 2012年第3期250-255,共6页
This paper proposes a new proactive weighted threshold signature scheme based on Iflene's general secret sharing, the generalized Chinese remainder theorem, and the RSA threshold signature, which is itself based on t... This paper proposes a new proactive weighted threshold signature scheme based on Iflene's general secret sharing, the generalized Chinese remainder theorem, and the RSA threshold signature, which is itself based on the Chinese reminder theorem. In our scheme, group members are divided into different subgroups, and a positive weight is associated to each subgroup, where all members of the same subgroup have the same weight. The group signature can be generated if and only if the sum of the weights of members involved is greater than or equal to a fixed threshold value. Meanwhile, the private key of the group members and the public key of the group can be updated periodically by performing a simple operation aimed at refreshing the group signature message. This periodical refreshed individual signature message can enhance the security of the proposed weighted threshold signature scheme. 展开更多
关键词 Generalized Chinese remaindertheorem proactive weighted threshold signature rsacryptosystem secret sharing.
下载PDF
上一页 1 下一页 到第
使用帮助 返回顶部