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Application of threshold estimation for terahertz digital holography image denoising based on stationary wavelet transform

机译:平稳小波变换阈值估计在太赫兹数字全息图像去噪中的应用

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Terahertz digital holography imaging technology is one of the hot topics in imaging domain, and it has drawn more and more public attention. Owing to the redundancy and translation invariance of the stationary wavelet transform, it has significant application in image denoising, and the threshold selection has a great influence on denoising. The denoising researches based on stationary wavelet transform are performed on the real terahertz image, with Bayesian estimation and Birge-Massart strategy applied to evaluate the threshold. The experimental results reveal that, Bayesian estimation combined with homomorphic stationary wavelet transform manifests the optimal denoising effect at 3 decomposition levels, which improves the signal-to-noise and preserves the image detail information simultaneously.
机译:太赫兹数字全息成像技术是成像领域的热门话题之一,受到了越来越多的公众关注。由于平稳小波变换的冗余性和平移不变性,它在图像去噪中有重要的应用,而阈值的选择对去噪有很大的影响。在真实的太赫兹图像上进行了基于平稳小波变换的去噪研究,应用贝叶斯估计和Birge-Massart策略对阈值进行了评估。实验结果表明,贝叶斯估计与同态平稳小波变换相结合在三个分解级别上均表现出最佳的去噪效果,改善了信噪比并同时保留了图像细节信息。

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