切眼快速傅立叶变换延迟计算方法的设计

Tejaswini P. Deshmukh, P. Deshmukh, Monica Kalbande, P. Dakhole
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引用次数: 1

摘要

本文在分环快速傅立叶变换上实现了公子表达式消除算法的延迟计算方法。将公共子表达式消除算法与延迟计算方法相结合,称为基于公共子表达式消除算法的门级延迟计算。公共子表达式消去法是分圈傅里叶变换中减少加法器的有效优化方法。延迟计算方法基于延迟矩阵,适合在计算机上实现。采用门电平延迟计算方法寻找关键路径延迟,并在各种有限域单元上对其进行了分析。以有限域上的快速分圈傅立叶变换为例,建立了该算法。如果直接实现快速切眼傅立叶变换,则系统将具有很高的加性复杂性。因此,将GLDC-CSE算法应用于切环快速傅里叶变换,不仅可以降低加性复杂度,而且可以降低面积和面积延迟积。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
DESIGN OF DELAY COMPUTATION METHOD FOR CYCLOTOMIC FAST FOURIER TRANSFORM
In this paper the Delay Computation method for Common Sub expression Elimination algorithm is being implemented on Cyclotomic Fast Fourier Transform. The Common Sub Expression Elimination algorithm is combined with the delay computing method and is known as Gate Level Delay Computation with Common Sub expression Elimination Algorithm. Common sub expression elimination is effective optimization method used to reduce adders in cyclotomic Fourier transform. The delay computing method is based on delay matrix and suitable for implementation with computers. The Gate level delay computation method is used to find critical path delay and it is analyzed on various finite field elements. The presented algorithm is established through a case study in Cyclotomic Fast Fourier Transform over finite field. If Cyclotomic Fast Fourier Transform is implemented directly then the system will have high additive complexities. So by using GLDC-CSE algorithm on cyclotomic fast Fourier transform, the additive complexities will be reduced and also the area and area delay product will be reduced.
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