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首页> 外文期刊>IEEE Transactions on Circuits and Systems. II, Express Briefs >The digit parallel method for fast RNS to weighted number systemconversion for specific moduli (2k-1,2k,2k+1)
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The digit parallel method for fast RNS to weighted number systemconversion for specific moduli (2k-1,2k,2k+1)

机译:快速RNS转换为特定模数(2k-1,2k,2k + 1)的加权数系统转换的数字并行方法

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Residue number systems have computational advantages for additionnand multiplication since operations on residue digits are performednindependently and so these processes can be performed in parallel.nHowever other operations such as input/output conversions arensignificantly more difficult. A method for conversion from a specificnresidue number system with moduli of the form (2k-1,2kn,2k+1) to a weighted number system is presented here.nThe digit parallel method is significant, in that the largest numbernwhich must be handled is of the same order as the moduli, the digits ofnthe result are calculated in parallel, and the required modulinoperations are accomplished with addition or subtraction of a constant
机译:残数系统对加法和乘法具有计算优势,因为对残基数字的运算是独立执行的,因此可以并行执行这些过程。然而,其他运算(例如输入/输出转换)的难度将大大降低。本文介绍了一种从模数形式为(2k-1,2kn,2k + 1)的特定残数系统转换为加权数系统的方法。n数位并行方法意义重大,因为必须处理的最大数为n以与模相同的顺序计算结果的位数,并通过加或减一个常数来完成所需的模运算

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