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New Non-Coprime Conjugate Pair Binary to RNS Multi-Moduli for Residue Number System

机译:RNS多模数的新非共质共轭对二进制数,用于残数系统

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In this paper a new Binary-to-RNS converters for multi-moduli RNS based on conjugate-pair asof the set { 2n1– 2, 2n1+ 2, 2n2– 2, 2n2+ 2, …, 2nN– 2, 2nN+ 2 } are presented. 2n– 2and 2n+ 2 modulies are called conjugates of each other. Benefits of Multi-moduli RNSprocessors are; relying on the sets with pairs of conjugate moduli : 1) Large dynamic ranges. 2)Fast and balanced RNS arithmetic. 3) Simple and efficient RNS processing hardware. 4)Efficient weighted-to-RNS and RNS-to-Weighted converters. [1] The dynamic range (M)achieved by the set above is defined by the least common multiple (LCM) of the moduli. Thisnew non-coprime conjugate-pair is unique and the only one of its shape as to be shown.
机译:在本文中,提出了一种新的基于共轭对的多模RNS二进制到RNS转换器,其中{2n1–2,2n1 + 2,2n2–2,2n2 + 2,…,2nN–2,2nN + 2} 。 2n–2和2n + 2模彼此称为共轭。多模RNS处理器的好处是;依靠具有共轭模数对的集合:1)大动态范围。 2)快速和平衡的RNS算法。 3)简单高效的RNS处理硬件。 4)高效的加权到RNS和RNS加权的转换器。 [1]由以上设定实现的动态范围(M)由模的最小公倍数(LCM)定义。这种新的非-coprime共轭对是唯一的,并且只有其形状之一显示出来。

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