Efficient Tree Multiplier Design by using Modulo 2n + 1 Adder

B. K. Patel, J. Kanungo
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Abstract

Residue Number System is a carry-free system used in various applications of high speed arithmetic component like digital signal processing, image processing and cryptography. The main work of RNS is to reduce the complexity and to perform operations on overflow detection, sign detection and magnitude comparison. In this paper, we propose the parallel architecture based on parallel prefix tree is helpful for computation at higher speed. This work is carried out to get a regular binary multiplication technique, basically consists of modulo reduction operation. Conversion has been done between binary and diminished-1 representation for a large value of inputs. Proposed work with parallel prefix tree adder improves the speed of multiplication. This modified parallel prefix adder consumes less area as compared to Kogge Stone adder. The proposed work is consisting of a carry-computation unit depends on the carry-generate and carry-propagate terms. In this paper, the area of carry computation unit of modulo adder has been reduced. Then, the proposed adder is used to design the modulo multiplier for less area and higher speed.
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基于模2n + 1加法器的高效树乘法器设计
余数系统是一种免携带系统,广泛应用于数字信号处理、图像处理和密码学等高速运算器件中。RNS的主要工作是降低复杂度,进行溢出检测、符号检测和幅度比较等操作。本文提出了一种基于并行前缀树的并行架构,有助于提高计算速度。这项工作是为了得到一种规则的二进制乘法技术,基本上由模约化运算组成。对于一个大的输入值,在二进制和减1表示之间进行了转换。提出的并行前缀树加法器提高了乘法运算的速度。与Kogge Stone加法器相比,这种改进的并行前缀加法器消耗的面积更少。所提出的工作由一个依赖于携带产生和携带传播项的携带计算单元组成。本文减小了模加法器进位计算单元的面积。然后,利用所提出的加法器设计出面积小、速度快的模乘法器。
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