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首页> 外文期刊>IEEE Transactions on Medical Imaging >MIND Demons: Symmetric Diffeomorphic Deformable Registration of MR and CT for Image-Guided Spine Surgery
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MIND Demons: Symmetric Diffeomorphic Deformable Registration of MR and CT for Image-Guided Spine Surgery

机译:MIND恶魔:图像引导的脊柱手术的MR和CT的对称微分形变形注册。

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Intraoperative localization of target anatomy and critical structures defined in preoperative MR/CT images can be achieved through the use of multimodality deformable registration. We propose a symmetric diffeomorphic deformable registration algorithm incorporating a modality-independent neighborhood descriptor (MIND) and a robust Huber metric for MR-to-CT registration. The method, called MIND Demons, finds a deformation field between two images by optimizing an energy functional that incorporates both the forward and inverse deformations, smoothness on the integrated velocity fields, a modality-insensitive similarity function suitable to multimodality images, and smoothness on the diffeomorphisms themselves. Direct optimization without relying on the exponential map and stationary velocity field approximation used in conventional diffeomorphic Demons is carried out using a Gauss-Newton method for fast convergence. Registration performance and sensitivity to registration parameters were analyzed in simulation, phantom experiments, and clinical studies emulating application in image-guided spine surgery, and results were compared to mutual information (MI) free-form deformation (FFD), local MI (LMI) FFD, normalized MI (NMI) Demons, and MIND with a diffusion-based registration method (MIND-elastic). The method yielded sub-voxel invertibility (0.008 mm) and nonzero-positive Jacobian determinants. It also showed improved registration accuracy in comparison to the reference methods, with mean target registration error (TRE) of 1.7 mm compared to 11.3, 3.1, 5.6, and 2.4 mm for MI FFD, LMI FFD, NMI Demons, and MIND-elastic methods, respectively. Validation in clinical studies demonstrated realistic deformations with sub-voxel TRE in cases of cervical, thoracic, and lumbar spine.
机译:术中MR / CT图像中定义的目标解剖结构和关键结构的术中定位可通过使用多模态可变形配准来实现。我们提出了一种对称微分形可变形配准算法,该算法结合了模态无关的邻域描述符(MIND)和鲁棒的Huber度量用于MR至CT配准。该方法称为MIND Demons,它通过优化能量函数来找到两个图像之间的形变场,该函数同时包含了正向和反向变形,积分速度场上的平滑度,适合多模态图像的模态不敏感相似度函数以及变态本身。使用高斯-牛顿法进行快速收敛而无需依赖于常规微分形魔鬼中使用的指数图和平稳速度场近似的直接优化。在模拟,幻影实验和临床研究中分析了配准性能和对配准参数的敏感性,模拟了在图像指导的脊柱手术中的应用,并将结果与​​互信息(MI)自由变形(FFD),局部MI(LMI)进行了比较FFD,归一化MI(NMI)恶魔和基于扩散的注册方法(MIND-弹性)的MIND。该方法产生了亚体素可逆性(0.008 mm)和非零正雅可比行列式。与参考方法相比,它还显示出更高的套准精度,与MI FFD,LMI FFD,NMI Demons和MIND弹性方法的11.3、3.1、5.6和2.4 mm相比,平均目标套准误差(TRE)为1.7 mm , 分别。临床研究的验证表明,在颈椎,胸椎和腰椎病例中,亚体素TRE会产生实际变形。

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