Journal of Computations & Modelling
Efficient Reverse Converter Design for Five Moduli Set ...
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Abstract
In this paper, new design of reverse converter for the five moduli set { 2^n, 2^(n+1)-1, 2^(n/2)-1, 2^(n/2)+1, 2^(n)+1 } when n has even values is presented. The proposed reverse converter is designed in two levels architecture. In first level subset { 2^n, 2^(n+1)-1, 2^(n/2)-1, 2^(n/2)+1, 2^(n)+1 } is calculated by employing New Chinese Reminder Theorem-I (New CRT-I) and calculation of subset { (2^(2n+1)-1)(2^(2n)-1, 2^n } in second level is based on Mixed Radix Conversion (MRC). The proposed reverse converter for the module set { 2^n, 2^(n+1)-1, 2^(n/2)-1, 2^(n/2)+1, 2^(n)+1 } has achieved noticeable improvement in terms of speed compared to reverse converter previously presented for the mīdouli set { 2^(2n+1), 2^(n/2)-1, 2^(n/2)-1, 2^(n)+1, 2^n} and other five moduli sets in literature.
