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An interactive method based on multi-objective optimization for limited-angle CT reconstruction

delete2024-04-24
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PRE
AI
C
Chengxiang Wang
Y
Yuanmei Xia
王
王嘉希 (Jiaxi Wang)
K
Kequan Zhao *
彭
彭伟 (Wei Peng)
W
Wei Yu *
DOI:10.1088/1361-6560/ad3724delete
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摘要

摘要

En 中文
Objective. Limited-angle x-ray computed tomography (CT) is a typical ill-posed inverse problem, leading to artifacts in the reconstructed image due to the incomplete projection data. Most iteration CT reconstruction methods involve optimization for a single object. This paper explores a multi-objective optimization model and an interactive method based on multi-objective optimization to suppress the artifacts of limited-angle CT. Approach. The model includes two objective functions on the dual domain within the data consistency constraint. In the interactive method, the structural similarity index measure (SSIM) is regarded as the value function of the decision maker (DM) firstly. Secondly, the DM arranges the objective functions of the multi-objective optimization model to be optimized according to their absolute importance. Finally, the SSIM and the simulated annealing (SA) method help the DM choose the desirable reconstruction image by improving the SSIM value during the iteration process. Main results. Simulation and real data experiments demonstrate that the artifacts can be suppressed by the proposed method, and the results were superior to those reconstructed by the other three reconstruction methods in preserving the edge structure of the image. Significance. The proposed interactive method based on multi-objective optimization shows some potential advantages over classical single object optimization methods.
Keyword:
limited-angle CT
image reconstruction
interactive method
multi-objective optimization

期刊

Physics in Medicine and Biology 封面图
Physics in Medicine and Biology
IF:
3.4
论文数:
1.4W
被引数:
3.1W

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C
Chengdu University
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6.1K
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C
Chongqing Normal University
学者数:
3.3K
论文数: 2.7K
被引数: 3.8K
H
hubei university of science & technology
学者数:
1.9K
论文数: 1.2K
被引数: 0
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