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Functional Connectivity in Parkinson Disease Through Mixture Modelling

机译:通过混合模型在帕金森病中的功能连通性

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Functional MRI (fMRI) is one of the most important techniques to study the human brain. A relatively new problem to the analysis of fMRI data is the identification of brain networks when the brain is at rest, i.e., no external stimulus is applied to the subject. In this work, we present an advanced method to estimate the Resting State Networks (RSNs) based on a mixture of regression models. More specifically, we adopt the Maximum A Posteriori (MAP) Expectation - Maximization (EM) framework. A critical step of our approach is the use of smoothness prior to model the resting state fMRI time - series. Also, it is important to enforce spatial properties in our model due to physical properties of fMRI time series. We provide experimental results using real fMRI benchmarks that show the efficiency of our method. More specifically, our analysis on resting state fMRI time series from subjects with Parkinson Disease (PD) shows that brain connectivity could be used as a potential biomarker.
机译:功能磁共振成像(fMRI)是研究人脑的最重要技术之一。对于fMRI数据的分析,一个相对较新的问题是当大脑静止时,即没有对受试者施加外部刺激时,对大脑网络的识别。在这项工作中,我们提出了一种基于混合回归模型来估计静止状态网络(RSN)的高级方法。更具体地说,我们采用了最大后验(MAP)期望-最大化(EM)框架。我们方法的关键步骤是在对静止状态fMRI时间序列进行建模之前使用平滑度。同样,由于fMRI时间序列的物理特性,在我们的模型中强制执行空间特性也很重要。我们使用真实的fMRI基准提供实验结果,表明我们方法的有效性。更具体地说,我们对患有帕金森病(PD)的受试者的静息功能磁共振成像时间序列的分析表明,脑连通性可以用作潜在的生物标记物。

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