Designing reverse converter for data transmission systems from two-level RNS to BNS

Keywords

Residue number system, Adder, Chinese remainder theorem, Field-programmable gate array, Binary number

References

• RNS reverse converters for moduli sets with dynamic ranges of 9n-bitHéctor Pettenghi, Roberto de Matos, Amir Sabbagh Molahosseini — 2016
• Residue Number Systems: Theory and ImplementationAmos R. Omondi, A.B. Premkumar — 2007
• An Efficient Reverse Converter for the Three-Moduli Set ( 2^n+1-1, 2^n, 2^n-1 )Ahmad Hiasat — 2017
• Increasing of convolutional neural network performance using residue number systemN.I. Chervyakov, Pavel Lyakhov, Maria Valueva — 2017
• APD-JFAD: Accurate Prevention and Detection of Jelly Fish Attack in MANETSrinath Doss, Anand Nayyar, G. Suseendran — 2018
• Designing forward converters for data transmission systems in two-level RNSMaxim Bergerman, Pavel Lyakhov, N.I. Chervyakov — 2019
• Application of the residue number system to reduce hardware costs of the convolutional neural network implementationMaria Valueva, Nikolay Nagornov, Pavel Lyakhov — 2020

Cited by

• An Efficient Parallel Reverse Conversion of Residue Code to Mixed-Radix Representation Based on the Chinese Remainder TheoremMikhail Selianinau, Yuriy Povstenko — 2022

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