Xue Wenqiong, Bowman F DuBois, Kang Jian
Boehringer Ingelheim Pharmaceuticals Inc., Ridgefield, CT, United States.
Department of Biostatistics, The Mailman School of Public Health, Columbia University, New York, NY, United States.
Front Neurosci. 2018 Mar 26;12:184. doi: 10.3389/fnins.2018.00184. eCollection 2018.
Relating disease status to imaging data stands to increase the clinical significance of neuroimaging studies. Many neurological and psychiatric disorders involve complex, systems-level alterations that manifest in functional and structural properties of the brain and possibly other clinical and biologic measures. We propose a Bayesian hierarchical model to predict disease status, which is able to incorporate information from both functional and structural brain imaging scans. We consider a two-stage whole brain parcellation, partitioning the brain into 282 subregions, and our model accounts for correlations between voxels from different brain regions defined by the parcellations. Our approach models the imaging data and uses posterior predictive probabilities to perform prediction. The estimates of our model parameters are based on samples drawn from the joint posterior distribution using Markov Chain Monte Carlo (MCMC) methods. We evaluate our method by examining the prediction accuracy rates based on leave-one-out cross validation, and we employ an importance sampling strategy to reduce the computation time. We conduct both whole-brain and voxel-level prediction and identify the brain regions that are highly associated with the disease based on the voxel-level prediction results. We apply our model to multimodal brain imaging data from a study of Parkinson's disease. We achieve extremely high accuracy, in general, and our model identifies key regions contributing to accurate prediction including caudate, putamen, and fusiform gyrus as well as several sensory system regions.
将疾病状态与影像数据相关联,有望提高神经影像研究的临床意义。许多神经和精神疾病涉及复杂的系统层面改变,这些改变体现在大脑的功能和结构特性以及可能的其他临床和生物学指标中。我们提出一种贝叶斯分层模型来预测疾病状态,该模型能够整合来自功能性和结构性脑成像扫描的信息。我们考虑进行两阶段的全脑分割,将大脑划分为282个亚区域,并且我们的模型考虑了由分割定义的不同脑区体素之间的相关性。我们的方法对影像数据进行建模,并使用后验预测概率来进行预测。我们模型参数的估计基于使用马尔可夫链蒙特卡罗(MCMC)方法从联合后验分布中抽取的样本。我们通过基于留一法交叉验证检查预测准确率来评估我们的方法,并且我们采用重要性抽样策略来减少计算时间。我们进行全脑和体素水平的预测,并根据体素水平的预测结果识别与疾病高度相关的脑区。我们将我们的模型应用于来自帕金森病研究的多模态脑成像数据。总体而言,我们实现了极高的准确率,并且我们的模型识别出对准确预测有贡献的关键区域,包括尾状核、壳核、梭状回以及几个感觉系统区域。