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A semi-systolic Montgomery multiplier over GF(2m)

机译:GF(2m)上的半收缩蒙哥马利乘数

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References(12) In this study, we present an efficient finite field arithmetic architecture based on systolic array for multiplication which is a core algorithm for division and exponentiation operations. In order to obtain dedicated area-efficient circuits, we adopt Montgomery multiplication algorithm and systolic array. First of all we induce an efficient arithmetic algorithm from typical Montgomery multiplication using an effective factor, then we design an efficient semi-systolic array based multiplication architecture which is highly suitable for pipelined operations. The proposed multiplier saves at least 40% area complexity as compared to the corresponding existing structures.
机译:参考文献(12)在本研究中,我们提出了一种基于脉动阵列进行乘法运算的有效有限域算术架构,它是除法和指数运算的核心算法。为了获得专用的高效区域电路,我们采用蒙哥马利乘法算法和脉动阵列。首先,我们使用有效因子从典型的蒙哥马利乘法中引入了一种有效的算术算法,然后设计了一种非常适合基于流水线操作的高效的基于半收缩阵列的乘法架构。与相应的现有结构相比,建议的乘法器可节省至少40%的面积复杂度。

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