利用Akushsky核心函数快速确定RNS中数的符号

E. Shiriaev, N. Kucherov, M. Babenko, A. Nazarov
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引用次数: 3

摘要

本文介绍了一项有关提高分布式计算系统性能的研究。雾计算的本质在于所谓的边缘设备的使用。这些设备是低功耗的,因此它们对所用方法的计算复杂性非常敏感。本文旨在通过应用剩余数系统(RNS)的方法来提高计算效率,同时保持适当的可靠性水平。我们正在研究基于核心函数的RNS中数字符号的确定方法,以开发一种新的、快速的方法。结果,得到了一种基于Akushsky核心函数的快速确定数的符号的近似计算方法。因此,在本文的过程中,对分布式计算中保证可靠性的方法进行了研究。提出了一种基于核心函数近似计算的快速确定RNS中数字符号的方法。从模糊计算的角度来看,这个结果很有趣,因为它允许在非模块化操作的计算复杂性略有增加的情况下保持边缘设备分布式系统的高可靠性。
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Fast Operation of Determining the Sign of a Number in RNS Using the Akushsky Core Function
This article presents a study related to increasing the performance of distributed computing systems. The essence of fog computing lies in the use of so-called edge devices. These devices are low-power, so they are extremely sensitive to the computational complexity of the methods used. This article is aimed at improving the efficiency of calculations while maintaining an appropriate level of reliability by applying the methods of the Residue Number System (RNS). We are investigating methods for determining the sign of a number in the RNS based on the core function in order to develop a new, fast method. As a result, a fast method for determining the sign of a number based on the Akushsky core function, using approximate calculations, is obtained. Thus, in the course of this article, a study of methods for ensuring reliability in distributed computing is conducted. A fast method for determining the sign of a number in the RNS based on the core function using approximate calculations is also proposed. This result is interesting from the point of view of nebulous calculations, since it allows maintaining high reliability of a distributed system of edge devices with a slight increase in the computational complexity of non-modular operations.
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