M. Hashemipour

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The three-modulus residue number system (RNS) based on the moduli set {2 n , 2 n –1, 2 2n–1 –1} has been recently introduced. The modulo (2 n +1)-free feature of this set enables it to provide fast realization of modular addition and multiplication circuits of RNS arithmetic unit. But, the latest design of the RNS to binary (reverse) converter for the(More)
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