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Area Efficient Sparse Modulo 2n - 3 Adder
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作者 Ritesh kumar Jaiswal chatla naveen kumar Ram Awadh Mishra 《Circuits and Systems》 2016年第12期4024-4035,共12页
This paper presents area efficient architecture of modulo 2<sup>n </sup>- 3 adder. Modulo adder is one of the main components for the implementation of residue number system (RNS) based applications. The p... This paper presents area efficient architecture of modulo 2<sup>n </sup>- 3 adder. Modulo adder is one of the main components for the implementation of residue number system (RNS) based applications. The proposed modulo 2<sup>n </sup>- 3 adder is implemented effectively, which utilizes parallel prefix and sparse concepts. The carries of some bits are calculated with the help of sparse approach in log<sub>2</sub>n prefix levels. This scheme is implemented with the help of idempotency property of the parallel prefix carry operator and its consistency. Parallel prefix structure contributes to fast carry computation. This will reduce area as well as routing complexity efficiently. The presented adder has double representation of residues in {0, 1, and 2}. The proposed adder offers significant reduction in area as the number of bits increases. 展开更多
关键词 Residue Number System (RNS) Parallel Prefix Adder End Around Carry (EAC) Sparse Adder
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