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Design of Parallel Pipelined Algorithm for Field Arithmetic Architecture Based on Cellular Array

机译:基于蜂窝阵列的现场算术架构的并行流水线算法设计

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In this study, we present an efficient finite field arithmetic algorithm for multiplication which is a core algorithm for division and exponentiation operations. In order to obtain a dedicated pipelined algorithm, we adopt Montgomery algorithm and cellular systolic array. First of all, we select an effective Montgomery factor for the design of our parallel algorithm, then we induce an efficient multiplication algorithm from the typical binary MM algorithm using the factor. In this paper, we show the detail derivation process in order to obtain the recursive equations for pipelined computation.
机译:在这项研究中,我们提出了一种用于乘法的有效的有限场算法,这是用于分割和指数操作的核心算法。为了获得专用流水线算法,我们采用蒙哥马利算法和蜂窝收缩阵列。首先,我们选择了一个有效的蒙哥拉姆因素来设计我们的并行算法,然后我们使用该因子引起典型二元MM算法的有效乘法算法。在本文中,我们示出了细节推导过程,以便获得流水线计算的递归方程。

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