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Montgomery Exponent Architecture Based On Programmablecellular Automata

机译:基于可编程元胞自动机的蒙哥马利指数体系

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This study presents an efficient exponent architecture for public-key cryptosystems using Montgomery multiplication based on programmable cellular automata (PCA). Multiplication is the key operation in implementing circuits for cryptosystem, as the process of encrypting and decrypting a message requires modular exponentiation which can be decomposed into multiplications. Efficient multiplication algorithm and simple architecture are the key for implementing exponentiation. Thus we employ Montgomery multiplication algorithm and construct simple architecture based on irreducible all one polynomial (AOP) in GF(2~m). The proposed architecture has the advantage of high regularity and a reduced hardware complexity based on combining the characteristics of the irreducible AOP and PCA. The proposed architecture can be efficiently used for public-key cryptosystem.
机译:这项研究提出了一种基于蒙哥马利乘法的基于可编程蜂窝自动机(PCA)的公钥密码系统的有效指数体系结构。乘法是实现密码系统电路的关键操作,因为对消息进行加密和解密的过程需要模幂,并且可以将其分解为乘法。高效的乘法算法和简单的体系结构是实现幂运算的关键。因此,我们采用蒙哥马利乘法算法,并基于GF(2〜m)的不可约所有多项式(AOP)构造简单的体系结构。所提出的体系结构具有高规则性的优点,并且由于结合了不可约AOP和PCA的特性而降低了硬件复杂性。所提出的体系结构可以有效地用于公共密钥密码系统。

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