用自回归扩散模型提升糖尿病视网膜病变分级准确率
Parameterized Diffusion Optimization enabled Autoregressive Ordinal Regression for Diabetic Retinopathy Grading
- 分步自回归融合图像特征,利用扩散过程建模条件概率
- 在四个公开数据集上优于6种最新方法,最高提升1.8%准确率
- 适合医学影像分级任务,尤其长尾分布场景下的临床应用
糖尿病视网膜病变(DR)是糖尿病的长期并发症,进展缓慢,可能多年才影响视力。准确评估其严重程度对及时干预至关重要。序数回归利用类别间的固有顺序关系,在性能上超越传统分类。然而现有方法面临两大挑战:1)DR严重程度分布呈长尾状,不均衡;2)类别边界模糊,导致分类困难且易不一致。本文提出一种新型自回归序数回归方法AOR-DR,通过融合临床知识中的序数信息来应对上述问题。具体地,将DR分级分解为一系列有序步骤,每一步利用前序预测结果与提取的图像特征作为条件进行当前预测。同时,采用扩散过程实现条件概率建模,直接使用连续全局图像特征进行自回归,无需从局部块特征中重新学习上下文信息。这确保了自回归过程的有效性,并充分利用预训练大模型的能力。在四个大规模公开彩色眼底数据集上的大量实验表明,该模型性能显著优于六种近期先进序数回归方法。代码已开源:https://github.com/Qinkaiyu/AOR-DR。
原文摘要 · Abstract (English)
As a long-term complication of diabetes, diabetic retinopathy (DR) progresses slowly, potentially taking years to threaten vision. An accurate and robust evaluation of its severity is vital to ensure prompt management and care. Ordinal regression leverages the underlying inherent order between categories to achieve superior performance beyond traditional classification. However, there exist challenges leading to lower DR classification performance: 1) The uneven distribution of DR severity levels, characterized by a long-tailed pattern, adds complexity to the grading process. 2)The ambiguity in defining category boundaries introduces additional challenges, making the classification process more complex and prone to inconsistencies. This work proposes a novel autoregressive ordinal regression method called AOR-DR to address the above challenges by leveraging the clinical knowledge of inherent ordinal information in DR grading dataset settings. Specifically, we decompose the DR grading task into a series of ordered steps by fusing the prediction of the previous steps with extracted image features as conditions for the current prediction step. Additionally, we exploit the diffusion process to facilitate conditional probability modeling, enabling the direct use of continuous global image features for autoregression without relearning contextual information from patch-level features. This ensures the effectiveness of the autoregressive process and leverages the capabilities of pre-trained large-scale foundation models. Extensive experiments were conducted on four large-scale publicly available color fundus datasets, demonstrating our model's effectiveness and superior performance over six recent state-of-the-art ordinal regression methods. The implementation code is available at https://github.com/Qinkaiyu/AOR-DR.
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