Multi-frequency Electrical Impedance Tomography Reconstruction with Multi-Branch Attention Image Prior

Hao Fang, Zhe Liu, Yi Feng, Zhen Qiu, Pierre Bagnaninchi, Yunjie Yang
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Abstract

Multi-frequency Electrical Impedance Tomography (mfEIT) is a promising biomedical imaging technique that estimates tissue conductivities across different frequencies. Current state-of-the-art (SOTA) algorithms, which rely on supervised learning and Multiple Measurement Vectors (MMV), require extensive training data, making them time-consuming, costly, and less practical for widespread applications. Moreover, the dependency on training data in supervised MMV methods can introduce erroneous conductivity contrasts across frequencies, posing significant concerns in biomedical applications. To address these challenges, we propose a novel unsupervised learning approach based on Multi-Branch Attention Image Prior (MAIP) for mfEIT reconstruction. Our method employs a carefully designed Multi-Branch Attention Network (MBA-Net) to represent multiple frequency-dependent conductivity images and simultaneously reconstructs mfEIT images by iteratively updating its parameters. By leveraging the implicit regularization capability of the MBA-Net, our algorithm can capture significant inter- and intra-frequency correlations, enabling robust mfEIT reconstruction without the need for training data. Through simulation and real-world experiments, our approach demonstrates performance comparable to, or better than, SOTA algorithms while exhibiting superior generalization capability. These results suggest that the MAIP-based method can be used to improve the reliability and applicability of mfEIT in various settings.
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利用多分支注意力图像先验进行多频率电阻抗断层扫描重建
多频电阻抗层析成像(mfEIT)是一种很有前途的生物医学成像技术,可估算不同频率下的组织电导率。目前最先进的(SOTA)算法依赖于监督学习和多测量向量(MMV),需要大量的训练数据,因此耗时长、成本高,在广泛应用中实用性较差。此外,有监督的多测量向量方法对训练数据的依赖会带来错误的跨频率电导率对比,在生物医学应用中造成严重问题。为了应对这些挑战,我们提出了一种基于多分支注意力图像先验(MAIP)的新型无监督学习方法,用于 mfEIT 重建。我们的方法利用精心设计的多分支注意力网络(MBA-Net)来表示多个频率相关的电导率图像,同时通过迭代更新其参数来重建 mfEIT 图像。通过利用 MBA-Net 的隐式正则化能力,我们的算法可以捕捉到显著的频率间和频率内相关性,从而无需训练数据即可实现稳健的 mfEIT 重建。通过仿真和实际实验,我们的方法表现出了与 SOTA 算法相当甚至更好的性能,同时还表现出了更优越的泛化能力。这些结果表明,基于 MAIP 的方法可用于提高 mfEIT 在各种环境中的可靠性和适用性。
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