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RNS division algorithm for 2n-1 and 2n dividers

机译:2 n -1和2 n 分频器的RNS划分算法

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Residue Number System (RNS) is an appropriate system for arithmetic operations because of high speed execution during their calculation. Constant operations are one of the key elements in many applications such as digital signal processing (DSP) systems. One of these operations is division. There are many algorithms for division operation in Residue Number System (RNS). In this paper a non_iterative RNS division algorithm for constant divider structures of the form 2-1 and 2 is presented. Comparison between proposed algorithm in this paper and [14] based on more time consuming operation, modular multiplication, shows increase in speed from 4n+b to b+1. Comparison based on cost and limitation in divider shows decrease in cost and less limitation in divider during divide operation.
机译:残数系统(RNS)是适用于算术运算的系统,因为其计算过程中执行速度很高。恒定操作是许多应用(例如数字信号处理(DSP)系统)中的关键要素之一。这些操作之一是除法。残数系统(RNS)中有许多用于除法运算的算法。在本文中,提出了一种形式为2-1和2的常数除法器结构的非迭代RNS除法算法。本文提出的算法与基于耗时的运算,模式乘法的[14]的比较表明,速度从4n + b增长到b + 1。基于成本和除法器中的限制的比较表明,除法操作期间成本降低,而除法器中的限制较少。

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