小波变换用于图像分析

V. Skorpil, J. Stastný
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引用次数: 4

摘要

小波变换是一种较新的、发展较快的信号分析方法。将小波变换应用于图像边缘检测的主要优点是可以选择被检测细节的大小。检测边缘的大小由小波尺度确定。在离散小波变换的情况下,尺度的选择是由多个信号通过小波滤波器来完成的。在处理二维图像时,分别对水平函数和垂直函数进行小波分析。因此,分别检测垂直边缘和水平边缘。小波变换将输入信号分成两个分量。一个包含输入信号的低频(LP)部分,它对应于函数的主要变化(图像中的单个对象等)。另一部分包含输入信号的高频(HP)部分,对应于函数中的细节(噪声、边缘等)。这个信号分量不会在下一层变换中被处理。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Wavelet transform for image analysis
The wavelet transform is a comparatively new and fast developing method for analysing signals. The main advantage of applying the wavelet transform to the detection of edges in an image is the possibility of choosing the size of the details that are detected. The size of detected edges is set by the wavelet scale. In the case of the discrete wavelet transform the choice of the scale is performed by multiple signal passage through the wavelet filter. When processing a 2-D image, the wavelet analysis is performed separately for the horizontal and the vertical function. The vertical and the horizontal edges are thus detected separately. The wavelet transform splits the input signal into two components. One contains the low-frequency (LP) part of input signal, which corresponds to major changes in the function (individual objects in the image, etc.). The other part contains the high-frequency (HP) part of input signal, which corresponds to details in the function (noise, edges, etc.). This signal component is not processed on the next level of transformation.
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