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首页> 外文期刊>Circuits, Devices & Systems, IET >Efficient digit-serial modular multiplication algorithm on FPGA
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Efficient digit-serial modular multiplication algorithm on FPGA

机译:FPGA上的高效数字串行模块化乘法算法

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摘要

For cryptographic applications, such as DSA, RSA and ECC systems, the crypto-processors are required to perform modular multiplication (MM) on large integers over Galois field. A new digit-serial MM method is presented by using a variable size lookup table. The proposed modular multiplier can be designed for any digit-sizendnand modulusnMnwhich only requires simple operations such as addition and shifting. Based on theoretical analysis, the efficient digit-serial MM architecture requires the latency ofn$Olpar lceil n/drceil + d + 2rpar $O(n/d+d+2)nclock cycles. As a result, the developed architecture can achieve less area–delay product on hardware when compared with previous designs.
机译:对于诸如DSA,RSA和ECC系统之类的密码应用程序,要求密码处理器对Galois字段上的大整数执行模块化乘法(MM)。通过使用可变大小的查找表,提出了一种新的数字串行MM方法。可以针对任何数字大小n <斜体xmlns:mml =“ http://www.w3.org/1998/Math/MathML” xmlns:xlink =“ http://www.w3.org/ 1999 / xlink“> d n模数n M n,仅需要简单的操作,例如加法和移位。根据理论分析,有效的数字串行MM体系结构需要以下延迟:n <替代方法> $ Olpar lceil n / drceil + d + 2rpar $ O n / d < mml:mo fence =“ false” Stretchy =“ false”>⌉ + d + 2 nclock周期。因此,与以前的设计相比,开发的体系结构可以在硬件上实现更少的面积延迟产品。

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