论文标题

超声检查速度重建的深度学习:培训数据多样性对稳定性和鲁棒性的影响

Deep Learning for Ultrasound Speed-of-Sound Reconstruction: Impacts of Training Data Diversity on Stability and Robustness

论文作者

Jush, Farnaz Khun, Biele, Markus, Dueppenbecker, Peter M., Maier, Andreas

论文摘要

超声B模式成像是一种定性方法,诊断质量在很大程度上取决于操作员的培训和经验。定量方法可以提供有关组织特性的信息;因此,可用于识别各种组织类型,例如,组织中的听觉速度可用作组织恶性肿瘤的生物标志物,尤其是在乳房成像中。最近的研究表明,使用对模拟数据进行全面训练的深神经网络进行了回调速度重建的可能性。但是,由于模拟数据和测量数据之间存在不断存在的域变化,因此实际设置中这些模型的稳定性和性能仍在争论中。在先前的工作中,对于培训数据的生成,将组织结构建模为简化的几何结构,这并不反映实际组织的复杂性。在这项研究中,我们提出了一个新的模拟设置,用于基于Tomosynsasis图像训练数据生成。我们将方法与简化的几何模型相结合,并研究了培训数据多样性对现有网络体系结构稳定性的影响。我们研究了受过训练的网络对不同模拟参数的敏感性,例如回声,散射器的数量,噪声和几何形状。我们表明,在室外模拟数据以及测量的幻影数据上,使用联合数据集训练的网络更稳定。

Ultrasound b-mode imaging is a qualitative approach and diagnostic quality strongly depends on operators' training and experience. Quantitative approaches can provide information about tissue properties; therefore, can be used for identifying various tissue types, e.g., speed-of-sound in the tissue can be used as a biomarker for tissue malignancy, especially in breast imaging. Recent studies showed the possibility of speed-of-sound reconstruction using deep neural networks that are fully trained on simulated data. However, because of the ever-present domain shift between simulated and measured data, the stability and performance of these models in real setups are still under debate. In prior works, for training data generation, tissue structures were modeled as simplified geometrical structures which does not reflect the complexity of the real tissues. In this study, we proposed a new simulation setup for training data generation based on Tomosynthesis images. We combined our approach with the simplified geometrical model and investigated the impacts of training data diversity on the stability and robustness of an existing network architecture. We studied the sensitivity of the trained network to different simulation parameters, e.g., echogenicity, number of scatterers, noise, and geometry. We showed that the network trained with the joint set of data is more stable on out-of-domain simulated data as well as measured phantom data.

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