首页> 外文会议>Image Processing pt.1; Progress in Biomedical Optics and Imaging; vol.6 no.24 >Mid-sagittal Plane and Mid-sagittal Surface Optimization in Brain MRI Using a Local Symmetry Measure
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Mid-sagittal Plane and Mid-sagittal Surface Optimization in Brain MRI Using a Local Symmetry Measure

机译:使用局部对称量度的脑MRI中矢状平面和矢状表面优化

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摘要

This paper describes methods for automatic localization of the mid-sagittal plane (MSP) and mid-sagittal surface (MSS). The data used is a subset of the Leukoaraiosis And Disability (LADIS) study consisting of three-dimensional magnetic resonance brain data from 62 elderly subjects (age 66 to 84 years). Traditionally, the mid-sagittal plane is localized by global measures. However, this approach fails when the partitioning plane between the brain hemispheres does not coincide with the symmetry plane of the head. We instead propose to use a sparse set of profiles in the plane normal direction and maximize the local symmetry around these using a general-purpose optimizer. The plane is parameterized by azimuth and elevation angles along with the distance to the origin in the normal direction. This approach leads to solutions confirmed as the optimal MSP in 98 percent of the subjects. Despite the name, the mid-sagittal plane is not always planar, but a curved surface resulting in poor partitioning of the brain hemispheres. To account for this, this paper also investigates an optimization strategy which fits a thin-plate spline surface to the brain data using a robust least median of squares estimator. Albeit computationally more expensive, mid-sagittal surface fitting demonstrated convincingly better partitioning of curved brains into cerebral hemispheres.
机译:本文介绍了自动定位矢状面中间(MSP)和矢状面(MSS)的方法。所使用的数据是白细胞增多症和残疾(LADIS)研究的子集,该研究由来自62位老年受试者(年龄66至84岁)的三维磁共振脑数据组成。传统上,中矢状平面是通过整体测量来定位的。但是,当大脑半球之间的分隔平面与头部的对称平面不一致时,此方法将失败。相反,我们建议在平面法线方向上使用稀疏的轮廓集,并使用通用优化器最大化这些轮廓周围的局部对称性。通过方位角和仰角以及法线方向上到原点的距离对平面进行参数化。这种方法导致在98%的受试者中被确认为最佳MSP的解决方案。尽管有名称,但矢状中平面并不总是平坦的,而是弯曲的表面,导致大脑半球分配不佳。为了解决这个问题,本文还研究了一种优化策略,该策略使用稳健的最小二乘方中值估计器将薄板样条曲面拟合到大脑数据。尽管计算上更昂贵,但矢状表面中部拟合却令人信服地证明了弯曲的大脑更好地分配到大脑半球。

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