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Review Of Fast Multiplication Algorithms For Embedded Systems Design

机译:嵌入式系统设计的快速乘法算法综述

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This paper presents a review with numerical example and complexity analysis of the fast multiplication algorithms to help embedded system designers to improve the hardware performance for many applications such as cryptosystems design. The paper presented two practical multiplication algorithms: Karatsuba multiplication algorithm with time complexity O(n^〖log〗_2'3 ) and Sch'nhage'Strassen multiplication algorithm with the run-time bit complexity defined as O(n log'(n) log'(log'〖(n〗)). In addition, interleaved multiplication algorithm can be used efficiently to compute the modular multiplication with logarithmic time complexity which enhances the linear time complexity of Montgomery modular multiplication.
机译:本文以快速乘法算法的数值示例和复杂性分析为例,以帮助嵌入式系统设计人员提高许多应用程序(例如密码系统设计)的硬件性能。提出了两种实用的乘法算法:时间复杂度为O(n ^〖log} _2'3)的Karatsuba乘法算法和运行时间复杂度定义为O(n log'(n)的Sch'nhage'Strassen乘法算法。 log'(log'〖(n}))。此外,交错乘法算法可以有效地用于计算对数时间复杂度的模乘,从而提高了蒙哥马利模乘法的线性时间复杂度。

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