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Improved Maximum a Posteriori Cortical Segmentation by Iterative Relaxation of Priors

机译:通过先验的迭代松弛改进最大后验皮层分割

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Thickness measurements of the cerebral cortex can aid diagnosis and provide valuable information about the temporal evolution of several diseases such as Alzheimer's, Huntington's, Schizophrenia, as well as normal ageing. The presence of deep sulci and 'collapsed gyri' (caused by the loss of tissue in patients with neurodegenerative diseases) complicates the tissue segmentation due to partial volume (PV) effects and limited resolution of MRI. We extend existing work to improve the segmentation and thickness estimation in a single framework. We model the PV effect using a maximum a posteriori approach with novel iterative modification of the prior information to enhance deep sulci and gyri delineation. We use a voxel based approach to estimate thickness using the Laplace equation within a Lagrangian-Eulerian framework leading to sub-voxel accuracy. Experiments performed on a new digital phantom and on clinical Alzheimer's disease MR images show improvements in both accuracy and robustness of the thickness measurements, as well as a reduction of errors in deep sulci and collapsed gyri.
机译:大脑皮层的厚度测量可以帮助诊断并提供有关多种疾病(例如阿尔茨海默氏病,亨廷顿氏病,精神分裂症)以及正常衰老的时间演变的有价值的信息。深沟和“神经退行性病变”(由于神经退行性疾病患者的组织丢失所致)的存在使由于部分体积(PV)效应和MRI分辨率受限而导致的组织分割复杂化。我们扩展现有工作以在单个框架中改善分割和厚度估计。我们使用最大后验方法对PV效应进行建模,对现有信息进行新颖的迭代修改,以增强深沟和回旋轮廓。我们使用基于体素的方法在Lagrangian-Eulerian框架内使用Laplace方程估算厚度,从而获得亚体素精度。在新的数字体模和临床阿尔茨海默氏病MR图像上进行的实验表明,厚度测量的准确性和鲁棒性都有所提高,同时深沟和塌陷的回旋肌的误差也有所减少。

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