Cyclotomic FFT of Length 2047 Based on a Novel 11-point Cyclic Convolution
Meghanad D. Wagh, Ning Chen, and Zhiyuan Yan

TL;DR
This paper introduces a new 11-point cyclic convolution algorithm and constructs a length-2047 cyclotomic FFT using a novel approach based on alternate Fourier transform.
Contribution
It presents a novel 11-point cyclic convolution method and applies it to develop a length-2047 cyclotomic FFT, enhancing computational efficiency.
Findings
Efficient 11-point cyclic convolution algorithm
Construction of length-2047 cyclotomic FFT
Potential improvements in FFT computational speed
Abstract
In this manuscript, we propose a novel 11-point cyclic convolution algorithm based on alternate Fourier transform. With the proposed bilinear form, we construct a length-2047 cyclotomic FFT.
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Taxonomy
TopicsDigital Filter Design and Implementation · Coding theory and cryptography · Advanced Wireless Communication Techniques
