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Determination of the Optimum Threshold Value in a Denoising Method with a Wavelet Transform

机译:小波去噪方法中最佳阈值的确定

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The reduction of dose in an x-ray image reduces the patient's risk, but at the same time, the x-ray image is degraded with Poisson noise. To reduce the Poisson noise in the x-ray image, we proposed a new method with wavelet shrinkage in 2009. This method uses scaling coefficients of a wavelet transformed image and estimates the noise variance pixel by pixel. This method works well for various kinds of images; however we have to optimize the threshold value depending on the statistical data of the pixel values when we want to get a more effective result. In this paper we proposed a determination method for the optimum threshold value from the transformed coefficients. To evaluate the value determined by the proposed algorithm, we acquired several x-ray images with different doses and investigated the relationship between the peak signal to noise ratio (PSNR) and determined threshold value. The results of experiments showed that the determined optimum value did not always agree with the threshold value that yields the largest PSNR, but the quality of details in the image improved using the determined value with keeping the performance of noise reduction.
机译:X射线图像中剂量的减少会降低患者的风险,但与此同时,X射线图像会因泊松噪声而退化。为了减少X射线图像中的泊松噪声,我们在2009年提出了一种具有小波收缩的新方法。该方法使用小波变换图像的缩放系数,并逐像素估计噪声方差。该方法适用于各种图像。但是,要获得更有效的结果,就必须根据像素值的统计数据来优化阈值。在本文中,我们提出了一种从变换系数中确定最佳阈值的方法。为了评估该算法确定的值,我们获取了几张不同剂量的X射线图像,并研究了峰值信噪比(PSNR)与确定的阈值之间的关系。实验结果表明,确定的最佳值并不总是与产生最大PSNR的阈值一致,但是使用确定的值可以提高图像的细节质量,同时保持降噪性能。

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