NDLI: A new balanced 4-moduli set $\{2^{k},$ $2^{n}$ - 1, $2^{n}$ + 1, $2^{n+1}-1\}$ and its reverse converter design for efficient fir filter implementation

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A new balanced 4-moduli set $\{2^{k},$ $2^{n}$ - 1, $2^{n}$ + 1, $2^{n+1}-1\}$ and its reverse converter design for efficient fir filter implementation

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A new balanced 4-moduli set $\{2^{k},$ $2^{n}$ - 1, $2^{n}$ + 1, $2^{n+1}-1\}$ and its reverse converter design for efficient fir filter implementation

Content Provider	ACM Digital Library
Author	Chalivendra, Gayathri Vrudhula, Sarma Hanumaiah, Vinay
Abstract	This paper presents a new four moduli residue number system of the form $\{2^{k},$ $2^{n}-1,$ $2^{n+1}-1\},$ n d k d 2n, which is an enhancement of the popular four-moduli set $\{2^{n},2^{n}-1,2^{n},2^{n+1}-1\}$ (for even n). Our k-mod4 moduli set achieves a higher dynamic range and a better balancing of the binary channels. Using the proposed k-mod4 moduli set helps in reducing the hardware complexity of arithmetic circuits compared with other four-moduli sets for the same performance. Additionally, we provide a reverse converter design, whose hardware complexity and performance are shown to be better than the existing reverse converters for the same dynamic range. Experimental results comparing RNS multiply and accumulate units implemented using the proposed four-moduli set with the state-of-the-art balanced four-moduli sets, show large improvements in area (46%) and power (43%) reduction for various dynamic ranges. This makes our k-mod4 moduli set ideal for digital filters implementation.
Starting Page	139
Ending Page	144
Page Count	6
File Format	PDF
ISBN	9781450306676
DOI	10.1145/1973009.1973038
Language	English
Publisher	Association for Computing Machinery (ACM)
Publisher Date	2011-05-02
Publisher Place	New York
Access Restriction	Subscribed
Subject Keyword	Reverse converter design Rns 4-moduli set High speed fir filter
Content Type	Text
Resource Type	Article

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