[LLIBRE][B] Residue number systems: theory and implementation
AR Omondi, AB Premkumar - 2007 - books.google.com
Residue number systems (RNSs) and arithmetic are useful for several reasons. First, a great
deal of computing now takes place in embedded processors, such as those found in mobile …
deal of computing now takes place in embedded processors, such as those found in mobile …
[LLIBRE][B] Single-and multi-carrier DS-CDMA: multi-user detection, space-time spreading, synchronisation, standards and networking
This volume is dedicated to a range of CDMA and MC-CDMA transmission aspects of
systems designed for communicating over fading wireless channels. Currently, a technical in …
systems designed for communicating over fading wireless channels. Currently, a technical in …
Residue-to-binary converters based on new Chinese remainder theorems
Y Wang - IEEE Transactions on Circuits and Systems II: Analog …, 2000 - ieeexplore.ieee.org
The speed of arithmetic operations depends on the size of the numbers involved. Smaller
numbers have faster operations. That is exactly the reason why residue number systems are …
numbers have faster operations. That is exactly the reason why residue number systems are …
High-speed parallel-prefix module 2/sup n/-1 adders
A novel parallel-prefix architecture for high speed module 2/sup n/-1 adders is presented.
The proposed architecture is based on the idea of recirculating the generate and propagate …
The proposed architecture is based on the idea of recirculating the generate and propagate …
Diminished-one modulo 2/sup n/+ 1 adder design
This paper presents two new design methodologies for modulo 2/sup n/+ 1 addition in the
diminished-one number system. The first design methodology leads to carry look-ahead …
diminished-one number system. The first design methodology leads to carry look-ahead …
High-performance computing based on residue number system: a review
V Balajishanmugam - 2023 9th International Conference on …, 2023 - ieeexplore.ieee.org
The speed of arithmetic operation is associated with the quantity of the numbers involved.
Residue Number System (RNS) is used to characterize a more significant numeral using a …
Residue Number System (RNS) is used to characterize a more significant numeral using a …
An efficient reverse converter for the 4-moduli set {2/sup n/-1, 2/sup n/, 2/sup n/+ 1, 2/sup 2n/+ 1} based on the new Chinese remainder theorem
The inherent properties of carry-free operations, parallelism and fault-tolerance have made
the residue number system a promising candidate for high-speed arithmetic and specialized …
the residue number system a promising candidate for high-speed arithmetic and specialized …
A residue-to-binary converter for a new five-moduli set
The efficiency of the residue number system (RNS) depends not only on the residue-to-
binary converters but also the operand sizes and the modulus in each residue channel. Due …
binary converters but also the operand sizes and the modulus in each residue channel. Due …
Residue-to-binary arithmetic converter for the moduli set (2/sup k/, 2/sup k/-1, 2/sup k-1/-1)
This paper presents a new algorithm which converts moduli (2/sup k/, 2/sup k/-1, 2/sup k-1/-
1) residue numbers to their binary equivalents; it is the first converter which has been …
1) residue numbers to their binary equivalents; it is the first converter which has been …
Fast parallel-prefix modulo 2/sup n/+ 1 adders
Modulo 2/sup n/+ 1 adders find great applicability in several applications including RNS
implementations and cryptography. In this paper, we present two novel architectures for …
implementations and cryptography. In this paper, we present two novel architectures for …