On reverse converters for arbitrary multi-moduli RNS
P Patronik - Integration, 2020 - Elsevier
In this paper, we propose a new design of reverse converters for residue number systems
with arbitrary moduli sets consisting of any number of odd moduli and one even modulus of …
with arbitrary moduli sets consisting of any number of odd moduli and one even modulus of …
A Comprehensive Approach and Analysis of Reverse Converters for a Class of Moduli Sets
G Fernandes, A Vassoler, E Bezerra… - 2024 IEEE 15th Latin …, 2024 - ieeexplore.ieee.org
The reverse conversion is one of the hardest inter-modular operations in Residue Number
Systems (RNS). Conse-quently, a significant amount of research in RNS has focused on …
Systems (RNS). Conse-quently, a significant amount of research in RNS has focused on …
Reverse converters for RNSs with diminished-one encoded channels
The diminished-one encoding is often considered when representing the operands in the
modulo 2 k+ 1 channels of a Residue Number System (RNS) since it can offer increased …
modulo 2 k+ 1 channels of a Residue Number System (RNS) since it can offer increased …
RNS Reverse Converters for Moduli Sets With Dynamic Ranges up to -bit
In the last years, investigation on residue number systems (RNS) has targeted parallelism
and larger dynamic ranges. In this paper, we start from the moduli set {2 n, 2 n-1, 2 n+ 1, 2 n …
and larger dynamic ranges. In this paper, we start from the moduli set {2 n, 2 n-1, 2 n+ 1, 2 n …
Rethinking reverse converter design: From algorithms to hardware components
AS Molahosseini, AAE Zarandi… - 2014 International …, 2014 - ieeexplore.ieee.org
The Residue Number System (RNS) has been recognized as a powerful tool to enhance
distinct computing applications. Due to this, lots of researches have been done on RNS …
distinct computing applications. Due to this, lots of researches have been done on RNS …
A ROM‐less reverse RNS converter for moduli set {2q ± 1, 2q ± 3}
G Jaberipur, HR Ahmadifar - IET Computers & Digital …, 2014 - Wiley Online Library
Numerous contributions on reverse conversion methods based on the Chinese Remainder
Theorem (CRT), for residue number systems (RNS), have been regularly appearing in …
Theorem (CRT), for residue number systems (RNS), have been regularly appearing in …
Design of efficient reverse converters for Residue Number System
M Taghizadeghankalantari… - Journal of Circuits …, 2021 - World Scientific
The main factors that affect the performance of residue number system (RNS) are speed and
hardware complexity of the residue-to-binary converter. In this paper, two efficient reverse …
hardware complexity of the residue-to-binary converter. In this paper, two efficient reverse …
A ROM-less reverse RNS converter for moduli set {2^ sup q^±1, 2^ sup q^±3}
G Jaberipur, HR Ahmadifar - IET Computers & Digital …, 2014 - search.proquest.com
Numerous contributions on reverse conversion methods based on the Chinese Remainder
Theorem (CRT), for residue number systems (RNS), have been regularly appearing in …
Theorem (CRT), for residue number systems (RNS), have been regularly appearing in …
On the Design of RNS Reverse Converters for the Four-Moduli Set ${\bf\{2^{\mmb n}+ 1, 2^{\mmb n}-1, 2^{\mmb n}, 2^{{\mmb n}+ 1}+ 1\}} $
In this brief, we propose a method to design efficient adder-based converters for the four-
moduli set {2 n+ 1, 2 n-1, 2 n, 2 n+ 1+ 1} with n odd, which provides a dynamic range of 4n+ …
moduli set {2 n+ 1, 2 n-1, 2 n, 2 n+ 1+ 1} with n odd, which provides a dynamic range of 4n+ …
Method to design general RNS reverse converters for extended moduli sets
In recent years, research on residue number systems (RNS) has targeted larger dynamic
ranges (DRs) in order to further explore their inherent parallelism. In this brief, we start from …
ranges (DRs) in order to further explore their inherent parallelism. In this brief, we start from …