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Historical Patterns of Emerging Residue Number System Technologies During the Evolution of Computer Engineering and Digital Signal Processing

机译:计算机工程和数字信号处理演化过程中新出现的残留号系统技术的历史模式

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The mathematical theory of Residue Number System (RNS) arithmetic existed in the mathematical literature for thousands of years, having first been published by Sun Tzu in 100 A.D. In the mid 1900's RNS number theory began to evolve into many engineering applications as the evolution of digital computers began. In recent times RNS arithmetic has again emerged extensively in cryptography, cyber security, machine learning, fault tolerant signal processing, biomedical signal processing, etc. This paper reviews the history of how over many decades RNS arithmetic has emerged into rapidly developing digital signal processing applications to provide efficient DSP solutions.
机译:在数千年的数千年中存在的残留号码系统(RNS)算术的数学理论,在1900年中期的RNS数字理论中首次发表于100个广告,开始发展到许多工程应用作为数字的演变电脑开始了。最近,RNS算术在加密,网络安全,机器学习,容错信号处理,生物医学信号处理等中再次出现。本文审查了多十年RNS算术的历史迅速开发数字信号处理应用程序提供高效的DSP解决方案。

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