基于MMSE去噪的x射线CT图像保信息压缩方法

Kazuki Ogo, M. Tabuchi, N. Yamane
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引用次数: 0

摘要

在局部平稳假设下,基于通用高斯混合模型(UNI-GMM)的图像恢复方法可以实现均方误差最小。由于文献中出现的UNI-GMM为了简单起见,在固定大小的正方形块中观察模型,因此存在权衡关系,即大块与平稳假设不一致,而小块会降低降噪性能。已知任意形状的观测块在该问题中是有效的。在UNI-GMM情况下,研究了多尺度观测块,以提高局部平稳假设的一致性。本文将该方法应用于x线CT图像的信息保留压缩,以提高诊断成像系统(如PACS系统)的图像质量和压缩率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An information preserving data compression for X-ray CT images using MMSE denoising
Image restoration methods based on a universal Gaussian mixture model (UNI-GMM) may realize minimum mean square error, under locally stationary assumption. Because the UNI-GMM appeared in the literatures observes the model in fixed size square blocks for simplicity, it has trade-off relation, i.e. large blocks become inconsistent to stationary assumption and small blocks diminish noise reduction performance. Arbitrary shaped observation block is known effective in this problem. In the case of UNI-GMM, multi-size observation block is under study to improve consistency of the locally stationary assumption. In this paper, this method is applied for information preserving X-ray CT image compression, in order to improve not only image quality but also compression rate in the diagnostic imaging systems, e.g. PACS system.
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