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An automated method for finding curves of sulcal fundi on human cortical surfaces

机译:一种在人皮层表面上寻找沟渠底曲线的自动方法

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We present a method for automatically finding curves representing the sulcal fundi on the human brain cortex. A flattened map of the cortical surface is used as the reference space in which the curves are modeled. The map is also used to transfer planar curves back to the cortical surface to extract sulcal fundal curves. Instead of modeling the curves by densely sampled landmark points, as it is done in the traditional active shape models, we model sulcal curves by a small number of anchor points that correspond to salient features, such as end points or points of intersections. The full sulcal curves connecting the anchor points are reconstructed by an extension of the fast marching method. Each anchor point carries a wavelet based attribute vector whose goal is to provide a distinctive morphological signature for the anchor point. This allows us to efficiently solve the problem in a low-dimensional space. Moreover, because each anchor point has this signature, and because anchor points are chosen to be salient features, the cost function defined in this low-dimensional space is presumed to have few local minima. Experimental results show that the sulcal curves extracted using the automatic method agrees well with the manually drawn sulcal curves.
机译:我们提出了一种自动寻找代表人类大脑皮层上的沟底的曲线的方法。皮质表面的平面图用作在其中建模曲线的参考空间。该图还用于将平面曲线转移回皮层表面,以提取沟底曲线。与传统活动形状模型中那样,不是通过密集采样的地标点对曲线建模,而是通过少量与显着特征相对应的锚点(例如端点或相交点)对沟渠曲线进行建模。通过扩展快速行进方法可以重建连接锚点的全部沟渠曲线。每个锚点都带有基于小波的属性向量,其目标是为锚点提供独特的形态特征。这使我们能够有效地解决低维空间中的问题。此外,由于每个锚点都具有此签名,并且因为锚点被选为显着特征,所以假定在此低维空间中定义的成本函数几乎没有局部最小值。实验结果表明,采用自动方法提取的沟渠曲线与手工绘制的沟渠曲线吻合良好。

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