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Graph loss function for unsupervised learning-based deformable medical image registration

机译:无监督基于学习的可变形医学图像配准的图丢失功能

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Establishing accurate spatial correspondences is the main purpose for deformable medical image registration. Although many unsupervised learning-based methods have been proposed in this field and achieved fairly good results, because of their strong feature extraction ability and no need of the ground truth, they are often limited by relying on similarity of the spatially adjacent pixels which could not fully utilize geometrical feature for robust registration. To address this limitation, we propose a new graph loss function to represent the non-adjacent geometrical similarity. We divide the algorithm into two branches. The first branch takes pairs of medical images as input directly and obtains the loss term L_(CNN) by typical convolution operation. In the second branch, we convert the images to forms of graph represents, and then obtain the loss term L_(GCN) by graph convolution operation. Finally, the sum of the two loss terms constitute the total loss function. We verify our method on two datasets including LPBA40 and ADNI, and the experimental results demonstrate a marked improvement, with higher average Dice and lower registration errors of MSE compared with state-of-the-art methods.
机译:建立准确的空间对应关系是可变形的医学图像配准的主要目的。虽然在这一领域提出了许多无监督的学习方法,并且由于其强大的特征提取能力并且不需要地面真理而实现了相当好的结果,但它们通常通过依赖于空间相邻像素的相似性而受到限制充分利用Geometrical功能以获得强大的注册。为了解决这个限制,我们提出了一种新的图形损失函数来表示非相邻的几何相似性。我们将算法划分为两个分支。第一分支直接将医学图像成对作为输入,并通过典型的卷积操作获得损耗项L_(CNN)。在第二个分支中,我们将图像转换为图形表示,然后通过图表卷积操作获得损耗项L_(GCN)。最后,两个损失术语的总和构成了总损失函数。我们在包括LPBA40和ADNI的两个数据集上验证我们的方法,实验结果表明了标志性的改进,与最先进的方法相比,平均骰子和MSE的更低的登记误差。

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