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Continuous sPatial‐temporal deformable image registration and 4D frame interpolation

计算机视觉 人工智能 插值(计算机图形学) 图像配准 计算机科学 医学影像学 帧(网络) 图像处理 线性插值 迭代重建 图像缩放 计算机断层摄影术 稳健性(进化) 图像(数学) 脱模 影像引导放射治疗
作者
Xia Li,Runzhao Yang,Muheng Li,Xiangtai Li,A. J. Lomax,Joachim M. Buhmann,Y. Zhang
出处
期刊:Medical Physics [Wiley]
卷期号:53 (1): e70248-e70248
标识
DOI:10.1002/mp.70248
摘要

Abstract Background Deformable image registration (DIR) is a crucial tool in radiotherapy for analyzing anatomical changes and motion patterns. Current DIR implementations rely on discrete volumetric motion representation, which often leads to compromised accuracy and uncertainty when handling significant anatomical changes and sliding boundaries. This limitation affects the reliability of subsequent contour propagation and dose accumulation procedures, particularly in regions with complex anatomical interfaces such as the lung‐chest wall boundary. Purpose Given that organ motion is inherently a continuous process in both space and time, we aimed to develop a model that preserves these fundamental properties. Drawing inspiration from fluid mechanics, we propose a novel approach using implicit neural representation (INR) for continuous modeling of patient anatomical motion. This approach ensures spatial and temporal continuity while effectively unifying Eulerian and Lagrangian specifications to enable natural continuous motion modeling and frame interpolation. The integration of these specifications provides a more comprehensive understanding of anatomical deformation patterns. Methods We propose an INR‐based approach modeling motion continuously in both space and time, named continues‐sPatial‐temporal deformable image registration (CPT‐DIR). This method fits a multilayer perception network to map the 3D coordinate , to its corresponding velocity vector . Displacement vectors are then calculated by integrating velocity vectors over time using an Euler method numerical scheme. The above spatial and temporal continuous motion design also enables continuous frame interpolation (CPT‐Interp). The DIR's and interpolation's performance were tested on the DIR‐Lab dataset and the Abdominal‐DIR‐QA dataset, using metrics of landmark accuracy (target registration error), contour conformity (Dice), and image similarity (mean absolute error). Results CPT‐DIR clearly reduced landmark TRE from to mm over DIRLab and from to mm over the challenging Abdominal‐DIR‐QA dataset, surpassing B‐spline results across all cases. The whole‐body region MAE improved from to HU for DIRLab, and from to HU for Abdominal‐DIR‐QA. In the challenging sliding boundary region, CPT‐DIR demonstrated superior performance compared to B‐spline, reducing ribcage MAE from HU (unregistered) to HU and improving Dice coefficients from to . The training‐free CPT‐Interp method enhanced previous deep learning‐based approaches, improving upon UVI‐Net with reduced MAE ( vs. ) and increased peak signal‐to‐noise ratio (PSNR) ( vs. ), while eliminating training dataset dependencies. Both CPT‐DIR and CPT‐Interp achieved substantial computational efficiency, completing operations in under 3 s compared to several minutes required by conventional B‐spline methods. Conclusion By leveraging the continuous representations, the CPT‐DIR method enhances registration and interpolation accuracy, automation, and speed. The method achieves high accuracy on intra‐fractional thoracic datasets and demonstrates improved performance over conventional methods in more challenging inter‐fractional abdominal registration scenarios, highlighting its potential for robust applications in radiotherapy. The improved efficiency and accuracy of CPT‐DIR make it particularly suitable for real‐time adaptive radiotherapy applications.
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