图像处理中FFT和DWT变换的分析

G. Susrutha, K. Mallikarjun, M. A. Kumar, M. Ashok
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引用次数: 2

摘要

图像处理是生物医学领域的一项新兴研究。图像处理方法有很多,可以有效地提取信息进行分析,节省存储空间和计算时间。变换是图像处理技术的一种。变换技术主要有小波变换、希尔伯特变换、拉东变换、傅立叶变换等。根据变换技术的应用、优缺点来选择变换技术。小波变换是一种将时域和频域等同起来的技术。它和非平稳信号的时频表示法一样流行。傅里叶变换将图像分解为实分量和虚分量,这就是图像在频域的表示。本文利用MATLAB 2018a对图像进行Haar离散小波变换和快速傅立叶变换
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis on FFT and DWT Transformations in Image Processing
An Image processing is a coming out research which needs heed in bio-medical field. There are many image processing methods which are useful to bring out information for analysis, memory space and conserves computing time. Transformation is one of image processing techniques. Some of the transformation techniques are wavelet transform, Hilbert transform, Radon Transform, Fourier transform etc. Transformation techniques are chosen based on their applications, advantages and disadvantages. The wavelet transformation be a technique which equates time domain and frequency domain. It is exactly as popular as the time-frequency representation of a non -stationary signal. Where Fourier transform breaks down the image into real and imaginary components, which is nothing but representation of image in frequency domain. In this paper, discrete wavelet transform using Haar and fast Fourier transform are applied on images using MATLAB 2018a
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