Add to ORKGAbstract—Modulo 2n þ 1 adders find great applicability in several applications including RNS implementations and cryptography. In this paper, we present two novel architectures for designing modulo 2n þ 1 adders, based on parallel-prefix carry computation units. The first architecture utilizes a fast carry increment stage, whereas the second is a totally parallel-prefix solution. CMOS implementations reveal the superiority of the resulting adders against previously reported solutions in terms of implementation area and execution latency. Index Terms—Binary adders, modulo 2n þ 1 arithmetic, parallel-prefix adders, RNS
Residue Number System (RNS) is often adopted to implement long and repetitive multiplications of cry...
As embedded and portable systems were emerged power consumption of circuits had been major challenge...
Abstract—A family of diminished-1 modulo 2n + 1 adders is proposed in this manuscript. All members o...
Modulo 12 +n adders find great applicability in several applications including RNS implementations a...
Abstract—Two architectures for modulo 2n þ 1 adders are introduced in this paper. The first one is b...
Abstract—This paper presents two new design methodologies for modulo 2n 1 addition in the diminishe...
Abstract—Multi-moduli architectures, that is, architectures that can deal with more than one modulo ...
We present a new methodology for designing modulo 2"+1 adders with operands in the diminished-o...
Public key cryptography applications involve use of large integer arithmetic operations which are co...
In this paper we at first reveal the cyclic nature of idempotency in the case of modulo 2 n − 1 addi...
Efficient modulo 2n+1 adders are important for several applications including residue number system,...
Two new structures of residue number system (RNS) adders for moduli 2n –1, 2n +1 are presented in th...
Adders are the among the most essential arithmetic units within digital systems. Parallel-prefix str...
RNS can distribute the computation on long operands over small word-width RNS functional units able ...
Abstract—In this paper, we present new design methods for modulo 2n 1 adders. We use the same selec...
Residue Number System (RNS) is often adopted to implement long and repetitive multiplications of cry...
As embedded and portable systems were emerged power consumption of circuits had been major challenge...
Abstract—A family of diminished-1 modulo 2n + 1 adders is proposed in this manuscript. All members o...
Modulo 12 +n adders find great applicability in several applications including RNS implementations a...
Abstract—Two architectures for modulo 2n þ 1 adders are introduced in this paper. The first one is b...
Abstract—This paper presents two new design methodologies for modulo 2n 1 addition in the diminishe...
Abstract—Multi-moduli architectures, that is, architectures that can deal with more than one modulo ...
We present a new methodology for designing modulo 2"+1 adders with operands in the diminished-o...
Public key cryptography applications involve use of large integer arithmetic operations which are co...
In this paper we at first reveal the cyclic nature of idempotency in the case of modulo 2 n − 1 addi...
Efficient modulo 2n+1 adders are important for several applications including residue number system,...
Two new structures of residue number system (RNS) adders for moduli 2n –1, 2n +1 are presented in th...
Adders are the among the most essential arithmetic units within digital systems. Parallel-prefix str...
RNS can distribute the computation on long operands over small word-width RNS functional units able ...
Abstract—In this paper, we present new design methods for modulo 2n 1 adders. We use the same selec...
Residue Number System (RNS) is often adopted to implement long and repetitive multiplications of cry...
As embedded and portable systems were emerged power consumption of circuits had been major challenge...
Abstract—A family of diminished-1 modulo 2n + 1 adders is proposed in this manuscript. All members o...