Reverse converter for the flexible moduli set {2n+k, 22n-1-1, 2n/2+1, 2n/2-1}
نویسندگان
چکیده
منابع مشابه
An effective New CRT based reverse converter for a novel moduli set {22n+1 - 1, 22n+1, 22n - 1}
In this paper, a novel 3-moduli set { 2 − 1, 2, 2 − 1 } , which has larger dynamic range when compared to other existing 3-moduli sets is proposed. After providing a proof that this moduli set always results in legitimate RNS, we subsequently propose an associated reverse converter based on the New Chinese Remainder Theorem. The proposed reverse converter has a delay of (4n + 6)tFA with an area...
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The increasing usage of Residual Number System (RNS) in signal processing applications demands the development of new and more adaptable RNS moduli sets and arithmetic units. In this paper, a new reverse converter for moduli set {22n+1−1,22n ,2n− 1}, which can offers large dynamic range, is presented. We improved a previously introduced Mixed-Radix Converter architecture [1] for a high speed ha...
متن کاملResidue-to-Binary Converters for the Moduli Set {22n+1−1,22n,2n−1}
In this paper, we propose two memoryless converters for the moduli set {22n+1 − 1,2,2 − 1}. First, we propose a novel reverse converter, which is purely adder based, using the traditional Chinese Remainder Theorem (CRT). Second, due to the fact that the proposed CRT based structure does not cover the entire dynamic range, a second converter, which covers the entire dynamic range based on Mixed ...
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ژورنال
عنوان ژورنال: IEICE Electronics Express
سال: 2012
ISSN: 1349-2543
DOI: 10.1587/elex.9.8