首页> 外文会议>IEEE International Symposium on Circuits and Systems >Weighted-to-residue and residue-to-weighted converters with three-moduli (2/sup n/ - 1, 2/sup n/, 2/sup n/+1) signed-digit architectures
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Weighted-to-residue and residue-to-weighted converters with three-moduli (2/sup n/ - 1, 2/sup n/, 2/sup n/+1) signed-digit architectures

机译:具有三种模量(2 / sup n / - 1,2 / sup n /,2 / sup n /,2 / sup n / + 1)签名的架构的加权 - 残基和残留对加权转化器

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In this paper, high-speed signed-digit (SD) architectures for weighted-to-residue (WTOR) and residue-to-weighted (RTOW) conversion with the moduli set (2/sup n/ - 1, 2/sup n/, 2/sup n/+1) are proposed. The complexity of the conversion has been greatly reduced by using compact forms for the multiplicative inverse and the properties of modular arithmetic. The simple relationships of WTOR and RTOW result in simpler hardware requirements for the converters. The primary advantages of our method is that our conversions utilize the modulo m signed-digit adder (MSDA) only and the constructions are simple. We also investigate the modular arithmetic between binary and SD number representation by circuit design and simulation, and the results show the importance of SD architectures for WTOR and RTOW.
机译:本文用Moduli Set(2 / sup n / - 1,2 / sup n),用于加权 - 残基(WTOR)和残留到加权(rtOW)转换的高速签名 - 数字(SD)架构(2 / sup n / - 1,2 / sup n /,提出了2 / sup n / + 1)。通过使用紧凑的形式来实现转换的复杂性,用于乘法倒数和模块化算术的性质。 WTOR和RTOW的简单关系导致转换器更简单的硬件要求。我们的方法的主要优点是我们的转换仅利用Modulo M签名的数字加法器(MSDA),并且结构很简单。我们还通过电路设计和仿真研究了二进制和SD号码表示的模块化算术,结果显示了SD架构对WTOR和RTOM的重要性。

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