Add to ORKGNovel architectures for designing modulo 2n+1 subtractors are introduced, for both the normal and the diminished-one number representation of the operands. Zero-handling is also considered in the diminished-one operand representation case. The modulo 2n+1 subtractors for operands in the normal representation that are proposed are shown to be more efficient in area, delay and power dissipation than the currently most efficient ones. The proposed diminished-one modulo 2n+1 subtractors offer similar characteristics to those of the corresponding diminished-one adders. Index Terms — Residue number system, modulo 2n+1 circuits, subtraction, normal and diminished-one number representation. 1
Abstract—2n 1 is one of the most commonly used moduli in Residue Number Systems. In this paper, we ...
Long word-length integer multiplication is widely acknowledged as the bottleneck operation in public...
Residue Number System (RNS) is often adopted to implement long and repetitive multiplications of cry...
Abstract Novel architectures for designing modulo 2n + 1 subtractors and com-bined adders/subtractor...
Abstract—A novel architecture for designing modulo 2n+1 multiply-add circuits in the diminished-one ...
Efficient modulo 2n+1 adders are important for several applications including residue number system,...
It is shown that a diminished-1 adder, with minor modi¯cations, can be also used for the modulo 2n þ...
Abstract—This paper presents two new design methodologies for modulo 2n 1 addition in the diminishe...
Squarers modulo M are useful design blocks for digi-tal signal processors that internally use a resi...
Zero treatment in diminished-one modulo 2nþ 1 addition has traditionally been performed separately, ...
The contribution of this paper is twofold. We firstly show that an augmented diminished-1 adder can ...
Modulo 2n + 1 arithmetic has a variety of applications in several fields like cryptography, pseudora...
Abstract—Two architectures for modulo 2n þ 1 adders are introduced in this paper. The first one is b...
In this work we propose a new method for designing modulo 2"+I multipliers for diminished-I ope...
Abstract — A new modulo 2k + 1 squarer architecture is proposed for operands in the normal represent...
Abstract—2n 1 is one of the most commonly used moduli in Residue Number Systems. In this paper, we ...
Long word-length integer multiplication is widely acknowledged as the bottleneck operation in public...
Residue Number System (RNS) is often adopted to implement long and repetitive multiplications of cry...
Abstract Novel architectures for designing modulo 2n + 1 subtractors and com-bined adders/subtractor...
Abstract—A novel architecture for designing modulo 2n+1 multiply-add circuits in the diminished-one ...
Efficient modulo 2n+1 adders are important for several applications including residue number system,...
It is shown that a diminished-1 adder, with minor modi¯cations, can be also used for the modulo 2n þ...
Abstract—This paper presents two new design methodologies for modulo 2n 1 addition in the diminishe...
Squarers modulo M are useful design blocks for digi-tal signal processors that internally use a resi...
Zero treatment in diminished-one modulo 2nþ 1 addition has traditionally been performed separately, ...
The contribution of this paper is twofold. We firstly show that an augmented diminished-1 adder can ...
Modulo 2n + 1 arithmetic has a variety of applications in several fields like cryptography, pseudora...
Abstract—Two architectures for modulo 2n þ 1 adders are introduced in this paper. The first one is b...
In this work we propose a new method for designing modulo 2"+I multipliers for diminished-I ope...
Abstract — A new modulo 2k + 1 squarer architecture is proposed for operands in the normal represent...
Abstract—2n 1 is one of the most commonly used moduli in Residue Number Systems. In this paper, we ...
Long word-length integer multiplication is widely acknowledged as the bottleneck operation in public...
Residue Number System (RNS) is often adopted to implement long and repetitive multiplications of cry...