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FRACTIONAL CORRELATION OPERATION - PERFORMANCE ANALYSIS

机译:分数相关运算-性能分析

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摘要

The fractional correlation is a new tool related to the fractional Fourier transform. It is useful for comparison and recognition, especially for shift-variant cases. The performances of such a correlator are analyzed according to the standard criteria of signal-to-noise ratio, correlation sharpness (peak-to-correlation energy), and Horner efficiency. The conclusions are that the performance is object dependent and that for nonwhite noise, compared with the conventional correlator, improved performances are possible. In addition we show that for a white-noise spectrum the fractional correlation has performances similar to the conventional correlator. (C) 1996 Optical Society of America. [References: 22]
机译:分数相关是与分数傅立叶变换有关的新工具。这对于比较和识别非常有用,尤其是对于班轮变化的情况。根据信噪比,相关锐度(峰值与相关能量)和霍纳效率的标准标准分析此类相关器的性能。结论是,该性能取决于对象,并且对于非白噪声,与常规相关器相比,可以改善性能。此外,我们表明,对于白噪声频谱,分数相关具有与常规相关器相似的性能。 (C)1996年美国眼镜学会。 [参考:22]

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