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Appearance Learning for Image-Based Motion Estimation in Tomography

delete2020-11-01
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OA
AI
A
Alexander Preuhs *
M
Michael Manhart
P
Philipp Roser
E
Elisabeth Hoppe
Y
Yixing Huang
P
Psychogios, Marios
M
Markus Kowarschik
A
Andreas Maier
DOI:10.1109/TMI.2020.3002695delete
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摘要

摘要

En 中文
In tomographic imaging, anatomical structures are reconstructed by applying a pseudo- inverse forward model to acquired signals. Geometric information within this process is usually depending on the system setting only, i.e., the scanner position or readout direction. Patient motion therefore corrupts the geometry alignment in the reconstruction process resulting in motion artifacts. We propose an appearance learning approach recognizing the structures of rigid motion independently from the scanned object. To this end, we train a siamese triplet network to predict the reprojection error (RPE) for the complete acquisition as well as an approximate distribution of the RPE along the single views from the reconstructed volume in a multi-task learning approach. The RPE measures the motion-induced geometric deviations independent of the object based on virtual marker positions, which are available during training. We train our network using 27 patients and deploy a 21-4-2 split for training, validation and testing. In average, we achieve a residual mean RPE of 0.013 mm with an inter-patient standard deviation of 0.022 mm. This is twice the accuracy compared to previously published results. In a motion estimation benchmark the proposed approach achieves superior results in comparison with two state-of-the-art measures in nine out of twelve experiments. The clinical applicability of the proposed method is demonstrated on a motion-affected clinical dataset.
Keyword:
rigid motion compensation
reconstruction
interventional CBCT
autofocus
appearance learning
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期刊

IEEE Transactions on Medical Imaging 封面图
IEEE Transactions on Medical Imaging
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9.8
论文数:
6.3K
被引数:
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University of Erlangen Nuremberg
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被引数: 29
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University of Basel
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论文数: 2.4W
被引数: 38
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siemens ag
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5.6K
论文数: 4.6K
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