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SPHERE: SPherical Harmonic Elastic REgistration of HARDI data.

机译:球面:HARDI数据的球面谐波弹性注册。

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In contrast to the more common Diffusion Tensor Imaging (DTI), High Angular Resolution Diffusion Imaging (HARDI) allows superior delineation of angular microstructures of brain white matter, and makes possible multiple-fiber modeling of each voxel for better characterization of brain connectivity. However, the complex orientation information afforded by HARDI makes registration of HARDI images more complicated than scalar images. In particular, the question of how much orientation information is needed for satisfactory alignment has not been sufficiently addressed. Low order orientation representation is generally more robust than high order representation, although the latter provides more information for correct alignment of fiber pathways. However, high order representation, when naively utilized, might not necessarily be conducive to improving registration accuracy since similar structures with significant orientation differences prior to proper alignment might be mistakenly taken as non-matching structures. We present in this paper a HARDI registration algorithm, called SPherical Harmonic Elastic REgistration (SPHERE), which in a principled means hierarchically extracts orientation information from HARDI data for structural alignment. The image volumes are first registered using robust, relatively direction invariant features derived from the Orientation Distribution Function (ODF), and the alignment is then further refined using spherical harmonic (SH) representation with gradually increasing orders. This progression from non-directional, single-directional to multi-directional representation provides a systematic means of extracting directional information given by diffusion-weighted imaging. Coupled with a template-subject-consistent soft-correspondence-matching scheme, this approach allows robust and accurate alignment of HARDI data. Experimental results show marked increase in accuracy over a state-of-the-art DTI registration algorithm.
机译:与更常见的扩散张量成像(DTI)相比,高角分辨率扩散成像(HARDI)可以更好地描绘大脑白质的角微结构,并使每个体素的多纤维建模成为可能,从而更好地表征大脑的连通性。但是,HARDI提供的复杂方向信息使HARDI图像的配准比标量图像更复杂。特别地,对于令人满意的对准需要多少取向信息的问题尚未得到充分解决。低阶取向表示通常比高阶表示更健壮,尽管后者为纤维路径的正确对齐提供了更多信息。但是,天真地使用高阶表示时,不一定会有助于提高套准精度,因为在正确对齐之前,具有明显方向差异的相似结构可能会被错误地视为不匹配的结构。我们在本文中提出了一种称为SPherical Harmonic Elastic Registration(SPHERE)的HARDI配准算法,该算法从原理上讲是从HARDI数据中分层提取方向信息以进行结构对齐。首先使用源自方向分布函数(ODF)的鲁棒的,相对方向不变的特征对图像体积进行配准,然后使用球谐函数(SH)表示以逐步递增的顺序进一步完善对齐方式。从无方向,单方向到多方向表示的这种进展提供了一种提取由扩散加权成像给出的方向信息的系统方法。结合模板主题一致的软对应匹配方案,此方法可实现HARDI数据的稳健而准确的对齐。实验结果表明,与最新的DTI注册算法相比,准确性显着提高。

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