2011Microelectronics & ComputerRequires access

Novel Modified Booth Modulo (2n-1) Multipliers

Lei Li, Jianhao Hu, Ao Siyuan

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Abstract

(2n-1) is one of the most commonly used moduli in Residue Number Systems.In the paper we propose a novel Booth encoding architecture.Based on the proposed booth encoding architecture,we can design high speed and high-efficient modulo(2n-1) multipliers,which are the fastest among all known modulo(2n-1) multipliers.

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What this paper is about

(2n-1) is one of the most commonly used moduli in Residue Number Systems.In the paper we propose a novel Booth encoding architecture.Based on the proposed booth encoding architecture,we can design high speed and high-efficient modulo(2n-1) multipliers,which are the fastest among all known modulo(2n-1) multipliers.

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Available abstract

(2n-1) is one of the most commonly used moduli in Residue Number Systems.In the paper we propose a novel Booth encoding architecture.Based on the proposed booth encoding architecture,we can design high speed and high-efficient modulo(2n-1) multipliers,which are the fastest among all known modulo(2n-1) multipliers.

Key concepts: Modulo, Computer science, Residue number system, Modulo operation, Architecture, Arithmetic, Encoding (memory), Parallel computing

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