Institute of Biomedical Engineering, School of Life Science, Shanghai University, Shanghai, China.
Computer-Aided Medical Procedures and Augmented Reality, Technical University of Munich, Munich, Germany.
Eur J Nucl Med Mol Imaging. 2022 Dec;50(1):80-89. doi: 10.1007/s00259-022-05949-9. Epub 2022 Aug 26.
Sparse inverse covariance estimation (SICE) is increasingly utilized to estimate inter-subject covariance of FDG uptake (FDG) as proxy of metabolic brain connectivity. However, this statistical method suffers from the lack of robustness in the connectivity estimation. Patterns of FDG were observed to be spatially similar with patterns of structural connectivity as obtained from DTI imaging. Based on this similarity, we propose to regularize the sparse estimation of FDG using the structural connectivity.
We retrospectively analyzed the FDG-PET and DTI data of 26 healthy controls, 41 patients with Alzheimer's disease (AD), and 30 patients with frontotemporal lobar degeneration (FTLD). Structural connectivity matrix derived from DTI data was introduced as a regularization parameter to assign individual penalties to each potential metabolic connectivity. Leave-one-out cross validation experiments were performed to assess the differential diagnosis ability of structure weighted SICE approach. A few approaches of structure weighted were compared with the standard SICE.
Compared to the standard SICE, structural weighting has shown more stable performance in the supervised classification, especially in the differentiation AD vs. FTLD (accuracy of 89-90%, while unweighted SICE only 85%). There was a significant positive relationship between the minimum number of metabolic connection and the robustness of the classification accuracy (r = 0.57, P < 0.001). Shuffling experiments showed significant differences between classification score derived with true structural weighting and those obtained by randomized structure (P < 0.05).
The structure-weighted sparse estimation can enhance the robustness of metabolic connectivity, which may consequently improve the differentiation of pathological phenotypes.
稀疏逆协方差估计(SICE)越来越多地被用于估计 FDG 摄取(FDG)的个体间协方差,作为代谢性脑连接的代理。然而,这种统计方法在连接估计中缺乏稳健性。FDG 的模式与从 DTI 成像获得的结构连接模式在空间上是相似的。基于这种相似性,我们建议使用结构连接来正则化 FDG 的稀疏估计。
我们回顾性地分析了 26 名健康对照者、41 名阿尔茨海默病(AD)患者和 30 名额颞叶变性(FTLD)患者的 FDG-PET 和 DTI 数据。从 DTI 数据中得出的结构连接矩阵被引入作为正则化参数,为每个潜在的代谢连接分配个体惩罚。采用留一法交叉验证实验来评估结构加权 SICE 方法的鉴别诊断能力。将几种结构加权方法与标准 SICE 进行了比较。
与标准 SICE 相比,结构加权在有监督分类中表现出更稳定的性能,特别是在 AD 与 FTLD 的区分(准确率为 89-90%,而未加权 SICE 仅为 85%)。代谢连接的最小数量与分类准确性的稳健性之间存在显著的正相关关系(r = 0.57,P < 0.001)。随机化结构得到的分类得分与真实结构加权得到的分类得分之间的置换实验存在显著差异(P < 0.05)。
结构加权稀疏估计可以增强代谢连接的稳健性,从而可能提高病理表型的区分能力。