系统梳理医学影像配准中正则化方法的演进与应用
From Model Based to Learned Regularization in Medical Image Registration: A Comprehensive Review
- 提出新分类体系,整合传统与学习型正则化方法
- 揭示数据驱动正则化在提升配准精度上的潜力
- 适合关注医学图像配准算法优化的研究者
图像配准是医学影像应用(如疾病进展分析、放疗规划)的基础,旨在精确捕捉多幅图像间的形变,通常通过优化问题求解。由于该问题本质不适定,正则化是引导解向解剖学合理形变的关键。已有大量正则化方法被用于传统及深度学习配准。然而,正则化方法的选择常依赖具体任务,不存在通用方案。尽管重要,正则化常被忽视或仅使用默认设置。本文填补这一空白,提出一种新型分类体系,系统归纳现有正则化方法,突出数据驱动的“学习型正则化”趋势,即利用数据自动推导形变特性。同时,分析正则化从传统方法到学习型配准的迁移路径,识别开放挑战并展望未来方向。强调正则化在配准中的核心作用,呼吁研究者重新审视现代算法中的正则化策略,深入探索该快速发展的领域。
原文摘要 · Abstract (English)
Image registration is fundamental in medical imaging applications, such as disease progression analysis or radiation therapy planning. The primary objective of image registration is to precisely capture the deformation between two or more images, typically achieved by minimizing an optimization problem. Due to its inherent ill-posedness, regularization is a key component in driving the solution toward anatomically meaningful deformations. A wide range of regularization methods has been proposed for both conventional and deep learning-based registration. However, the appropriate application of regularization techniques often depends on the specific registration problem, and no one-fits-all method exists. Despite its importance, regularization is often overlooked or addressed with default approaches, assuming existing methods are sufficient. A comprehensive and structured review remains missing. This review addresses this gap by introducing a novel taxonomy that systematically categorizes the diverse range of proposed regularization methods. It highlights the emerging field of learned regularization, which leverages data-driven techniques to automatically derive deformation properties from the data. Moreover, this review examines the transfer of regularization methods from conventional to learning-based registration, identifies open challenges, and outlines future research directions. By emphasizing the critical role of regularization in image registration, we hope to inspire the research community to reconsider regularization strategies in modern registration algorithms and to explore this rapidly evolving field further.
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