FMRI brain activity and underlying hemodynamics estimation in a new Bayesian framework

D. Afonso, J. Sanches, M. Lauterbach
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Abstract

The emerging functional MRI (magnetic resonance imaging), fMRI, imaging modality was developed to obtain non-invasive information regarding the neural processes behind pre-determined task. The data is gathered in such a way that the extraction certainty of the desired information is maximized. Still this is a difficult task due to low Signal-to-Noise Ratio (SNR), corrupting noise and artifacts from several sources. The most prevalent method, here called SPM-GLM uses a conventional statistical inference methodology based on the t-statistics, where it assumes a rather rigid shape on the BOLD hemodynamic response function (HRF), constant for the whole region of interest (ROI). A new algorithm, designed in a Bayesian framework, is presented in this paper, called SPM-MAP. The algorithm jointly detects the brain activated regions and the underlying HRF in an adaptative and local basis. This approach presents two main advantages: (1) the activity detection benefits from the method's high flexibility toward the HRF shape; (2) it provides local estimations for the HRF. The SPM-MAP algorithm is validated by using Monte Carlo tests with synthetic data and comparisons with the SPM-GLM are also performed. Tests using real data are also performed and results are compared with the ones provided by the SPM-GLM method tuned by the medical doctor.
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新的贝叶斯框架下的FMRI脑活动和潜在血流动力学估计
新兴的功能性核磁共振成像(fMRI)成像方式是为了获得关于预先确定任务背后的神经过程的非侵入性信息而开发的。收集数据的方式使所需信息的提取确定性最大化。然而,由于低信噪比(SNR)、破坏性噪声和来自多个来源的伪影,这是一项艰巨的任务。最流行的方法,这里称为SPM-GLM,使用基于t统计量的传统统计推断方法,其中它在BOLD血流动力学响应函数(HRF)上假设相当严格的形状,整个感兴趣区域(ROI)恒定。本文在贝叶斯框架下设计了一种新的算法SPM-MAP。该算法在自适应和局部的基础上联合检测大脑激活区域和底层HRF。该方法具有两个主要优点:(1)活动检测得益于该方法对HRF形状的高度灵活性;(2)提供了HRF的局部估计。通过蒙特卡罗实验对SPM-MAP算法进行了验证,并与SPM-GLM算法进行了比较。利用实际数据进行了测试,并将结果与经医生调整的SPM-GLM方法提供的结果进行了比较。
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