通过空间分组提升医学图像分割的不确定性估计精度
CONSIGN: Conformal Segmentation Informed by Spatial Groupings via Decomposition
- 基于分解的空间分组方法,融合像素间空间相关性
- 在多个数据集上误差率控制在指定置信水平内
- 适用于任意预训练分割模型,适合医疗影像高风险场景
基于机器学习的图像分割模型通常生成像素级置信度分数,反映每个像素对各类别的预测概率。这类分数虽在医疗影像等高风险领域有重要价值,但本质上是启发式估算,缺乏严格的量化不确定性。共形预测(Conformal Prediction, CP)提供了一种将启发式置信度转化为统计有效不确定性估计的严谨框架。然而,直接将CP应用于图像分割会忽略像素间的空间相关性——图像数据的核心特征——导致不确定性估计过于保守且可解释性差。为此,我们提出CONSIGN(Conformal Segmentation Informed by Spatial Groupings via Decomposition),一种结合空间分组与分解的CP方法,以改进图像分割中的不确定性量化。该方法生成具有用户指定高概率误差保证的有意义预测集,兼容任何能生成多样本输出的预训练分割模型。我们在三个医学影像数据集和两个COCO数据集子集上,使用三种不同预训练分割模型评估CONSIGN,对比两种CP基线。结果表明,考虑空间结构显著提升多项指标表现,并改善不确定性估计质量。
原文摘要 · Abstract (English)
Most machine learning-based image segmentation models produce pixel-wise confidence scores that represent the model's predicted probability for each class label at every pixel. While this information can be particularly valuable in high-stakes domains such as medical imaging, these scores are heuristic in nature and do not constitute rigorous quantitative uncertainty estimates. Conformal prediction (CP) provides a principled framework for transforming heuristic confidence scores into statistically valid uncertainty estimates. However, applying CP directly to image segmentation ignores the spatial correlations between pixels, a fundamental characteristic of image data. This can result in overly conservative and less interpretable uncertainty estimates. To address this, we propose CONSIGN (Conformal Segmentation Informed by Spatial Groupings via Decomposition), a CP-based method that incorporates spatial correlations to improve uncertainty quantification in image segmentation. Our method generates meaningful prediction sets that come with user-specified, high-probability error guarantees. It is compatible with any pre-trained segmentation model capable of generating multiple sample outputs. We evaluate CONSIGN against two CP baselines across three medical imaging datasets and two COCO dataset subsets, using three different pre-trained segmentation models. Results demonstrate that accounting for spatial structure significantly improves performance across multiple metrics and enhances the quality of uncertainty estimates.
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