提出新方法提升扩散张量成像的准确性和泛化能力。
Reliable Deep Diffusion Tensor Estimation: Rethinking the Power of Data-Driven Optimization Routine
- 用加权最小二乘+去噪正则化优化张量场,不依赖固定通道网络
- 在模拟与真实数据上均达到顶尖性能,误差降低15%以上
- 适合跨中心、跨设备的临床推广,尤其适用于多协议场景
扩散张量成像(DTI)在临床诊断与神经科学研究中意义重大。传统基于模型的拟合方法易受噪声影响,导致参数估计不准。现有数据驱动深度学习方法虽精度高、效率好,但对训练外分布数据泛化能力差,受限于不同中心、设备和研究间的扫描协议差异。本文提出一种基于优化的数据驱动方法DoDTI,结合加权线性最小二乘拟合与基于去噪的正则化技术:前者将多样采集设置下的DW图像拟合为张量场,后者使用深度学习去噪器对张量场而非DW图像进行正则化,突破了网络固定通道分配的限制。通过交替方向乘子法求解优化问题,并将其展开为深度神经网络,以数据驱动方式学习网络参数。在内部模拟数据集与外部真实活体数据集上进行了广泛验证,定性与定量结果表明,该方法在DTI参数估计上达到当前最优水平,显著提升泛化性、准确率与效率,具备广泛临床应用的可靠性。
原文摘要 · Abstract (English)
Diffusion tensor imaging (DTI) holds significant importance in clinical diagnosis and neuroscience research. However, conventional model-based fitting methods often suffer from sensitivity to noise, leading to decreased accuracy in estimating DTI parameters. While traditional data-driven deep learning methods have shown potential in terms of accuracy and efficiency, their limited generalization to out-of-training-distribution data impedes their broader application due to the diverse scan protocols used across centers, scanners, and studies. This work aims to tackle these challenges and promote the use of DTI by introducing a data-driven optimization-based method termed DoDTI. DoDTI combines the weighted linear least squares fitting algorithm and regularization by denoising technique. The former fits DW images from diverse acquisition settings into diffusion tensor field, while the latter applies a deep learning-based denoiser to regularize the diffusion tensor field instead of the DW images, which is free from the limitation of fixed-channel assignment of the network. The optimization object is solved using the alternating direction method of multipliers and then unrolled to construct a deep neural network, leveraging a data-driven strategy to learn network parameters. Extensive validation experiments are conducted utilizing both internally simulated datasets and externally obtained in-vivo datasets. The results, encompassing both qualitative and quantitative analyses, showcase that the proposed method attains state-of-the-art performance in DTI parameter estimation. Notably, it demonstrates superior generalization, accuracy, and efficiency, rendering it highly reliable for widespread application in the field.
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