The residue number system (RNS) is popular in high performance computation applications because of its carry-free nature. The challenges of RNS systems design lie in the moduli set selection and in the reverse conversion from residue representation to weighted representation. In this paper, we proposed a fully parallel reverse conversion algorithm for the moduli set {rn - 2, rn - 1, rn}, based on simple mathematical relationships. Also an efficient hardware realization of this algorithm is presented. Our proposed converter is very faster and results to hardware savings, compared to the other reverse converters
This paper presents circuits for conversion from radix-2 signed-digit residue numbers to binary form...
In this paper, a high-speed parallel residue-to-binary converter is proposed for a recently introduc...
The residue number system (RNS), due to its properties, is used in applications in which high perfor...
In this paper, we deal with the critical problems in residue arithmetic. The reverse conversion from...
This paper proposes an efficient scalable Residue Number System (RNS) architecture supporting moduli...
This paper presents the strategies to implement Residue Number System reverse converter based on the...
In this paper, a new reverse converter for the moduli set {2n, 2n–1, 2n–1–1} is presented. We improv...
Abstract — The diminished-one encoding is often considered when representing the operands in the mod...
[[abstract]]To solve the conversion problem in Residue Number System (RNS) with a general moduli set...
The use of Residue Number Systems (RNS) in highly computation intensive applications have been found...
The inherent properties of carry-free operations, parallelism and fault-tolerance have made the resi...
*Corresponding author. doi:10.4156/ijact.vol2. issue5.6 The three-modulus residue number system (RNS...
Reversible computing is an emerging technique to achieve ultra-low-power circuits. Reversible arithm...
In this research work, we have made a thorough evaluation of existing contributions on the reverse c...
Conferência: IEEE 24th International Conference on Application-Specific Systems, Architectures and P...
This paper presents circuits for conversion from radix-2 signed-digit residue numbers to binary form...
In this paper, a high-speed parallel residue-to-binary converter is proposed for a recently introduc...
The residue number system (RNS), due to its properties, is used in applications in which high perfor...
In this paper, we deal with the critical problems in residue arithmetic. The reverse conversion from...
This paper proposes an efficient scalable Residue Number System (RNS) architecture supporting moduli...
This paper presents the strategies to implement Residue Number System reverse converter based on the...
In this paper, a new reverse converter for the moduli set {2n, 2n–1, 2n–1–1} is presented. We improv...
Abstract — The diminished-one encoding is often considered when representing the operands in the mod...
[[abstract]]To solve the conversion problem in Residue Number System (RNS) with a general moduli set...
The use of Residue Number Systems (RNS) in highly computation intensive applications have been found...
The inherent properties of carry-free operations, parallelism and fault-tolerance have made the resi...
*Corresponding author. doi:10.4156/ijact.vol2. issue5.6 The three-modulus residue number system (RNS...
Reversible computing is an emerging technique to achieve ultra-low-power circuits. Reversible arithm...
In this research work, we have made a thorough evaluation of existing contributions on the reverse c...
Conferência: IEEE 24th International Conference on Application-Specific Systems, Architectures and P...
This paper presents circuits for conversion from radix-2 signed-digit residue numbers to binary form...
In this paper, a high-speed parallel residue-to-binary converter is proposed for a recently introduc...
The residue number system (RNS), due to its properties, is used in applications in which high perfor...