On the fixed-point rounding in the DFT

M. Daković, L. Stanković, B. Lutovac, I. Stanković
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引用次数: 2

Abstract

Rounding error in the discrete Fourier transform calculated with fast fixed-point algorithms is considered. It is shown that the variance of the rounding error depends on frequency index. Theoretically obtained results for error variance are statistically checked on decimation-in-time fast Fourier transform with two rounding methods.
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关于DFT中的定点舍入
考虑了用快速不动点算法计算离散傅里叶变换时的舍入误差。结果表明,舍入误差的方差与频率指数有关。用两种舍入方法对理论得到的误差方差进行了统计检验。
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