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Invariant color images representation using accurate quaternion Legendre-Fourier moments

机译:使用精确的四元数勒让德-傅立叶矩表示不变的彩色图像

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Color image representation using quaternion moments has gained more interest during the last few years. In this paper, invariant color image representation using quaternion Legendre-Fourier moments (QLFMs) is presented. A new method for exact, fast and stable computation of QLFMs in polar coordinates is proposed. Explicit rotation, scaling and translation (RST) invariants of quaternion Legendre-Fourier are derived. Numerical experiments are performed to compare the performance of QLFMs with the existing quaternion moments. The comparison clearly shows the superiority of the proposed method over all existing quaternion moments in terms of image reconstruction capability, RST invariances and numerical stability.
机译:在过去的几年中,使用四元数矩进行彩色图像表示越来越引起人们的兴趣。本文提出了使用四元数勒让德-傅立叶矩(QLFM)的不变彩色图像表示。提出了一种精确,快速,稳定地计算极坐标中的QLFM的新方法。推导了四元数勒让德-傅里叶的显式旋转,缩放和平移(RST)不变量。进行了数值实验,以比较QLFM与现有四元数矩的性能。比较清楚地表明,在图像重建能力,RST不变性和数值稳定性方面,该方法优于所有现有的四元数矩。

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