arXiv:2608.09989eess.IVcs.CV2026-08

用压缩距离量化眼底3D图像差异,比深度学习更准预测病情进展。

Algorithmic statistics of retinal images

  • 用归一化压缩距离结合各向异性滤波,构建可度量的图像差异特征
  • 预测视功能变化误差仅0.5分贝,优于非度量的深度学习方法
  • 适合眼科疾病监测,尤其对青光眼等缓慢进展病有可视化价值

大量研究致力于从活体光学相干断层扫描(OCT)图像中测量和分类视网膜疾病进展。这些图像规模大、结构复杂,为三维数据,难以有效可视化。当前许多监督式机器学习方法(如神经网络)是非度量的,生成的特征或测量值可能引入系统性偏差,与无意义的生理差异相关。本文提出一种基于归一化压缩距离(NCD)的度量学习方法,结合各向异性结构增强滤波器,量化并可视化一组3D视网膜图像间的主成分差异。验证结果显示,NCD测得的图像间结构差异与医师评估的视野功能变化高度一致,预测误差约为0.5 dB,优于非度量深度学习方法。文中提出归一化压缩向量(NCV)作为一组用于衡量3D显微图像间视觉差异的特征集。该方法在一名中度非进展性青光眼患者及通过眼压调控的非人灵长类模型中成功展示了其在模式变化可视化与量化方面的实用性。最后简要模拟了非度量嵌入特征(如神经网络输出)可能引入与类别相关的统计失真。

原文摘要 · Abstract (English)

There has been a tremendous amount of image processing and machine learning research to measure and classify disease progression from live optical coherence tomography (OCT) imaging of the retina. The images considered here are large, complex, three-dimensional (3-D) and difficult to visualize effectively. Many current supervised machine learning approaches, \emph{e.g.} neural networks, are non-metric meaning that any features or measurements generated can introduce systematic distortion that may be correlated with underlying non-meaningful physiological differences. Here we present a metric learning approach using the normalized compression distance (NCD) combined with anisotropic structure-enhancing filters to quantify and visualize the principal differences among a collection of 3-D retinal images. We validate the NCD-measured structural differences between pairs of images against the physician-measured change in visual field function, achieving a prediction error of $\sim$ 0.5 dB, more accurate than non-metric deep learning approaches. The normalized compression vectors (NCV) are proposed as a feature set measuring visual differences among a collection of 3-D microscopy images. The utility of the NCV for visualizing and measuring patterns of change is demonstrated for a human with moderate non-progressing glaucoma and for a non-human primate model using intraocular pressure setting manipulation. We conclude with a brief simulation of non-metric embedding features, \emph{e.g.} from neural networks, introducing class-correlated statistical distortion.

图像分析青光眼度量学习3D成像

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