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Improvement of orthogonal Fourier-Mellin moments

机译:正交傅里叶-梅林矩的改进

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Orthogonal Fourier-Mellin (OFM) moments have many desirable properties such as rotation invariance, robustness to noise, expression efficiency, fast computation and multi-level representation for describing the shapes of patterns, but there is a major drawback with OFM moments, they need to normalize an image to achieve scale invariance. This approach will take some errors since it involves the re-sampling and re-quantifying of digital images, and leads to inaccuracy of classifier. In this paper, we present an improved OFM moments, experiments show that the improved OFM moments not only have better rotation invariance, but also have scale invariance, the invariance of improved OFM moments have been greatly improved over the present methods.
机译:正交傅立叶-梅林(OFM)矩具有许多理想的属性,例如旋转不变性,抗噪性,表达效率,快速计算和用于描述图案形状的多级表示,但是OFM矩存在一个主要缺点,它们需要标准化图像以实现比例不变。这种方法会涉及一些错误,因为它涉及数字图像的重新采样和重新量化,并导致分类器不准确。在本文中,我们提出了一种改进的OFM矩,实验表明,改进的OFM矩不仅具有较好的旋转不变性,而且具有尺度不变性,与现有方法相比,改进的OFM矩的不变性得到了很大的改善。

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