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IMAGE DENOISING BY WAVELET-DOMAIN WIENER FILTERING

机译:通过小波域Wiener滤波的图像去噪

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In this paper, we present an image denoising technique by applying Wiener filter in wavelet domain. The stationary wavelet transform (SWT) was used in our algorithm because it provides a shift-invariance property. The noisy image is first decomposed with SWT into N levels, which results in 3N + 1 wavelet coefficient subbands. The Wiener filter is then applied to each of 3N high-frequency subbands. The output image is finally obtained by inverse SWT. Experiments were carried out by simulation on several images, in comparison with the universal wavelet thresholding method. It was shown that our algorithm yields higher performance in terms of peak signal to noise ratio (PSNR) and visual quality.
机译:在本文中,我们通过在小波域中应用维纳滤波器来介绍图像去噪技术。在我们的算法中使用了静止小波变换(SWT),因为它提供了Shift-Invariance属性。噪声图像首先用SWT分解为N个级别,这导致3N + 1小波系数子带。然后将维纳滤波器应用于3N高频子带中的每一个。最终通过反向SWT获得输出图像。与通用小波阈值阈值方法相比,通过仿真进行实验。结果表明,我们的算法在峰值信号(PSNR)和视觉质量方面产生更高的性能。

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