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Texture Analysis and Classification with Quincunx and Tree-structured Wavelet Transform

机译:Quincunx和树结构小波变换的纹理分析与分类

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While using conventional two-dimensional wavelet transform for texture analysis and classification the image decomposition is carried out with separable filtering along the abscissa and ordinate using the same pyramidal algorithm as in the one-dimensional case. This process is simple and can be implemented easily in practical applications, however, it is rotation-sensitive and some information may be lost since the decomposition is performed only in low frequency channels. In this paper the quincunx transform using nonseparable sampling and filters is substituted for conventional dyadic transform. Since the energy of natural textures is mainly concentrated in the mid-frequencies, this transform can preserve more of the original signal energy and can provide more reliable description of the texture. At the same time, the tree-structured wavelet transform or wavelet packets is applied instead of using the pyramid-structured one. With this transform, we are able to zoom into any desired frequency channels for further decomposition and a series of subimages with the largest energy can be obtained for a image. In comparison with conventional wavelet transform, it can be concluded that this transform can still reach higher classification accuracy especially for the characterization of noisy data.
机译:在使用传统的二维小波变换以进行纹理分析和分类的同时,通过横坐标的可分离滤波和使用与一维情况相同的金字塔算法纵坐标进行图像分解。该过程简单,并且可以在实际应用中容易地实现,然而,它是旋转敏感的,并且某些信息可能丢失,因为仅在低频信道中执行分解。在本文中,使用非分离采样和过滤器的Quincunx变换被替换为常规的二元变换。由于天然纹理的能量主要集中在中频,因此该变换可以保持更多原始信号能量,并且可以提供更可靠的纹理描述。同时,应用树结构的小波变换或小波包代替使用金字塔结构。利用这种变换,我们能够缩小任何所需的频率信道,以便进一步分解,并且可以获得具有最大能量的一系列子图像。与传统小波变换相比,可以得出结论,这种变换仍然可以达到更高的分类精度,尤其是对于噪声数据的表征。

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