gpu和多核cpu的稀疏快速傅里叶变换

Jiaxi Hu, Zhaosen Wang, Qiyuan Qiu, Weijun Xiao, D. Lilja
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引用次数: 13

摘要

给定一个n点序列,在频域中找到它的k个最大分量是一个非常有趣的问题。这个问题,通常被称为稀疏傅里叶变换,最近被一个新提出的算法称为sFFT带回了舞台。在本文中,我们使用人类语音信号作为案例研究,在多核cpu和gpu上并行实现sFFT。以此为例,通过具体实验对3dB截止点的k值进行了估计。此外,本文还提出了三种优化策略。我们证明了基于多核的sFFT实现了单线程sFFT的三倍加速,而基于gpu的版本实现了高达十倍的加速。对于大规模情况,基于gpu的sFFT也显示出相当大的优势,与最新的卡外FFT实现相比,其速度提升约40倍[2]。
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Sparse Fast Fourier Transform on GPUs and Multi-core CPUs
Given an N-point sequence, finding its k largest components in the frequency domain is a problem of great interest. This problem, which is usually referred to as a sparse Fourier Transform, was recently brought back on stage by a newly proposed algorithm called the sFFT. In this paper, we present a parallel implementation of sFFT on both multi-core CPUs and GPUs using a human voice signal as a case study. Using this example, an estimate of k for the 3dB cutoff points was conducted through concrete experiments. In addition, three optimization strategies are presented in this paper. We demonstrate that the multi-core-based sFFT achieves speedups of up to three times a single-threaded sFFT while a GPU-based version achieves up to ten times speedup. For large scale cases, the GPU-based sFFT also shows its considerable advantages, which is about 40 times speedup compared to the latest out-of-card FFT implementations [2].
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