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An Adaptive Region-Based Transformer for Nonrigid Medical Image Registration With a Self-Constructing Latent Graph

图像配准 计算机科学 嵌入 变压器 人工智能 图嵌入 计算机视觉 模式识别(心理学) 卷积神经网络 图形 图像(数学) 理论计算机科学 工程类 电气工程 电压
作者
Sheng Lan,Xiu Li,Zhenhua Guo
出处
期刊:IEEE transactions on neural networks and learning systems [Institute of Electrical and Electronics Engineers]
卷期号:35 (11): 16409-16423 被引量:2
标识
DOI:10.1109/tnnls.2023.3294290
摘要

Nonrigid registration of medical images is formulated usually as an optimization problem with the aim of seeking out the deformation field between a referential–moving image pair. During the past several years, advances have been achieved in the convolutional neural network (CNN)-based registration of images, whose performance was superior to most conventional methods. More lately, the long-range spatial correlations in images have been learned by incorporating an attention-based model into the transformer network. However, medical images often contain plural regions with structures that vary in size. The majority of the CNN-and transformer-based approaches adopt embedding of patches that are identical in size, disallowing representation of the inter-regional structural disparities within an image. Besides, it probably leads to the structural and semantical inconsistencies of objects as well. To address this issue, we put forward an innovative module called region-based structural relevance embedding (RSRE), which allows adaptive embedding of an image into unequally-sized structural regions based on the similarity of self-constructing latent graph instead of utilizing patches that are identical in size. Additionally, a transformer is integrated with the proposed module to serve as an adaptive region-based transformer (ART) for registering medical images nonrigidly. As demonstrated by the experimental outcomes, our ART is superior to the advanced nonrigid registration approaches in performance, whose Dice score is 0.734 on the LPBA40 dataset with $0.318\%$ foldings for deformation field, and is 0.873 on the ADNI dataset with $0.331\%$ foldings.

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