Lee Joohwi, Ehlers Cindy, Crews Fulton, Niethammer Marc, Budin Francois, Paniagua Beatriz, Sulik Kathy, Johns Josephine, Styner Martin, Oguz Ipek
Department of Computer Science, University of North Carolina, Chapel Hill NC, USA.
Proc SPIE Int Soc Opt Eng. 2011 Mar 15;7962:7962481-79624811. doi: 10.1117/12.878305.
Localized difference in the cortex is one of the most useful morphometric traits in human and animal brain studies. There are many tools and methods already developed to automatically measure and analyze cortical thickness for the human brain. However, these tools cannot be directly applied to rodent brains due to the different scales; even adult rodent brains are 50 to 100 times smaller than humans. This paper describes an algorithm for automatically measuring the cortical thickness of mouse and rat brains. The algorithm consists of three steps: segmentation, thickness measurement, and statistical analysis among experimental groups. The segmentation step provides the neocortex separation from other brain structures and thus is a preprocessing step for the thickness measurement. In the thickness measurement step, the thickness is computed by solving a Laplacian PDE and a transport equation. The Laplacian PDE first creates streamlines as an analogy of cortical columns; the transport equation computes the length of the streamlines. The result is stored as a thickness map over the neocortex surface. For the statistical analysis, it is important to sample thickness at corresponding points. This is achieved by the particle correspondence algorithm which minimizes entropy between dynamically moving sample points called particles. Since the computational cost of the correspondence algorithm may limit the number of corresponding points, we use thin-plate spline based interpolation to increase the number of corresponding sample points. As a driving application, we measured the thickness difference to assess the effects of adolescent intermittent ethanol exposure that persist into adulthood and performed t-test between the control and exposed rat groups. We found significantly differing regions in both hemispheres.
皮质中的局部差异是人类和动物大脑研究中最有用的形态测量特征之一。已经开发出许多工具和方法来自动测量和分析人类大脑的皮质厚度。然而,由于尺度不同,这些工具不能直接应用于啮齿动物大脑;即使是成年啮齿动物的大脑也比人类的小50到100倍。本文描述了一种自动测量小鼠和大鼠大脑皮质厚度的算法。该算法由三个步骤组成:分割、厚度测量以及实验组之间的统计分析。分割步骤将新皮质与其他脑结构分离,因此是厚度测量的预处理步骤。在厚度测量步骤中,通过求解拉普拉斯偏微分方程和输运方程来计算厚度。拉普拉斯偏微分方程首先创建流线作为皮质柱的类比;输运方程计算流线的长度。结果作为新皮质表面的厚度图存储。对于统计分析,在相应点对厚度进行采样很重要。这通过粒子对应算法实现,该算法使称为粒子的动态移动采样点之间的熵最小化。由于对应算法的计算成本可能会限制对应点的数量,我们使用基于薄板样条的插值来增加对应采样点的数量。作为一个实际应用,我们测量了厚度差异以评估持续到成年期的青少年间歇性乙醇暴露的影响,并在对照组和暴露组大鼠之间进行了t检验。我们在两个半球都发现了显著不同的区域。