A Novel Time and Energy Efficient Cubing Circuit Using Vedic Mathematics for Finite Field Arithmetic

R. Marimuthu, K. Thanushkodi, K. Dayalan, P. Dharani
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引用次数: 38

Abstract

Cubing plays a vital role in secure communication systems, Signal Processing Applications, Finite Field Arithmetic etc. As the radix of the number used for cubing increases the process gets complicated which in turn increases the delay and power consumption. Vedic mathematics is an ancient mathematics concept that provides a fast and a reliable approach to perform arithmetic operations using sixteen Sutras or word- formulae. In this paper the Anurupya Vedic sutra is used for cubing operations with two different multiplier architectures - One array structured and one tree structure. The performance of these multipliers for cubing applications is compared on the basis of their delay, power consumption and area utilization and it is proved that Anurupya Sutra improves the performance tremendously
一种利用吠陀数学求解有限域算法的新型省时节能立方电路
立方体在保密通信系统、信号处理应用、有限域算法等方面起着至关重要的作用。随着用于立方的数的基数增加,过程变得复杂,这反过来又增加了延迟和功耗。吠陀数学是一种古老的数学概念,它提供了一种快速可靠的方法来执行算术运算,使用十六经或字公式。在本文中,阿努鲁毗耶吠陀经被用于两种不同乘数结构的立方运算-一种是数组结构,一种是树结构。从时延、功耗和面积利用率等方面比较了这些乘数器在立方体应用中的性能,证明了《阿鲁梵经》极大地提高了乘数器的性能
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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