小波变换在信号和图像中的应用

L. Inouri, A. Khireddine
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引用次数: 0

摘要

信号处理是当今一门重要的学科。它的目标是开发或解释携带信息的信号。通常,由物理现象产生的信号本质上是非平稳的,它们的经典时间表示不能很好地感知多个振荡分量,而频繁表示(傅里叶变换)不允许它对这些分量进行时间定位。为了解决这个问题,小波变换在夏喊了出来。它使得对信号的局部结构进行分析成为可能,这取决于所考虑的尺度。即频率分辨率(时间表征)随时间定位(频率表征)而变化的分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The applications of wavelet transform on signals and imagery
The treatment of the signal is an essential discipline nowadays. It has for object the development or the interpretation of signals carrying information. Often, the signals resulting from the physical phenomena are of nature non-stationary their classical temporal representations do not give a good perception of the multiple oscillating components, while the frequently representation (The transform of Fourier) does not allow of it the temporal localization of these components. To cure this problem, the wavelet transform at summer shouted. It makes it possible to carry out an analysis of the local structures of a signal with a zoom which depends on the scale considered. I.e. an analysis of which the frequently resolution (temporal representation) varies with the temporal localization (frequently representation).
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