RSA密码学中模幂运算的异步实现

Ming-Der Shieh, Chien-Hsing Wu, M. Sheu, Jia-Lin Sheu, Che-Han Wu
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引用次数: 0

摘要

基于模乘法的异步特性,提出了一种高效的RSA密码中常用的模幂运算的VLSI实现方法。基本思想是将操作数(乘数)划分为几个大小相等的段,然后以微流水线的方式对每个段进行乘法和残数计算。实验结果表明,考虑模块化乘法的异步行为,平均可节省20%以上的运算。所得到的实现具有模块化设计、控制简单、结构可扩展、关键路径与模量大小无关等特点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Asynchronous implementation of modular exponentiation for RSA cryptography
This paper presents an efficient VLSI implementation of the modular exponentiation, commonly used in RSA cryptography, based on the asynchronous behavior of the modular multiplication. The basic idea is to partition the operand (multiplier) into several equal-sized segments and then to perform the multiplication and residue calculation of each segment in a micropipelining fashion. Experimental results show that on the average, more than 20% operations can be saved by taking into account the asynchronous behavior of the modular multiplication. The resulting implementation has the characteristics of modular design, simple control, expandable structure, and the critical path is independent of the size of the modulus.
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