基于吠陀数学的乘法运算性能分析

A. Patil, Y. Chavan, Sushma Wadar
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引用次数: 7

摘要

在本文中,作者提出了一种乘法器电路,它是大多数数字和高性能系统(如微处理器和控制器中的ALU)的重要硬件模块之一。乘法运算是最耗时的运算之一,因为许多位增加的乘法运算在处理器中变得很麻烦。本文提出的乘数结构是基于古印度吠陀数学的urdhva triyakbham经(纵向和横向)。以简单快速的乘法为重点,对数学中的传统乘法方法进行有效性检验。该算法与传统乘法器相比,具有一定的适应性。结果以门的数量、乘法所需的时间与位数的关系制成表格。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance analysis of multiplication operation based on vedic mathematics
In this work the authors proposed a multiplier circuit which is one of the important hardware block in most of the digital and high performance systems such as ALU in the microprocessors and controllers. Multiplication is one of the most time consuming operation as a number of bit increase multiplication become cumbersome in the processors. The multiplier architecture proposed in this paper is based on the urdhva triyakbham sutra of ancient Indian Vedic mathematics (vertical and crosswise). The effectiveness of this method is to be tested against the conventional multiplication in mathematics with the focus as easy and faster multiplication. The number of digits varied and the algorithm is tested for its suitability over conventional multiplier. The results are tabulated in term of number of gates, time required for multiplication with respect to number of digits.
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