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Rotation-extended cepstrum technique optimized by systematic analysis of various sets of x-ray images

机译:通过对各种X射线图像集进行系统分析来优化旋转扩展倒频谱

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Abstract: Spatial registration is a major problem arising whenever several images of similar contents are to be compared. Considering translations only, two-dimensional cepstral techniques have been proven to be exact and robust against noise or intensity variations. Furthermore, the cepstral filtering is numerically more efficient than most common approaches to image registration based on cross-correlation or template matching. In a previous paper, we proposed a two- dimensional cepstrum based matching technique accessing rotations and translations. The logarithmic polar mapping of the power spectra of both images to be registered is used for the decoupling of rotations and translations (similar to the Fourier-Mellin transform). Rotations are detected first matching the mapped spectra by two-dimensional cepstrum analysis. After rotating back one image, the relative shift is determined using the same cepstrum technique. In clinical practice, the rotation detection step was discovered as the weakness of this registration technique. Based on 855 pairs of dental radiographs acquired in known positions, three different approaches of matching the mapped spectra are compared: the cepstrum technique, the cross-correlation, and the entropy of the one-dimensional histogram distribution function of the substraction image of the mapped spectra. The combination of the log-polar mapped power spectra of both x rays with the entropy-measure allows the best detection of rotations. The union with common cepstrum methods correcting translations results in a robust rotation- extended cepstrum technique. !30
机译:摘要:空间配准是每当要比较几幅相似内容的图像时都会出现的主要问题。仅考虑平移,二维倒谱技术已被证明对噪声或强度变化是精确且稳健的。此外,倒谱滤波在数值上比最常见的基于互相关或模板匹配的图像配准方法更有效。在先前的论文中,我们提出了一种基于二维倒频谱的匹配技术,该技术可访问旋转和平移。要记录的两个图像的功率谱的对数极坐标映射用于旋转和平移的解耦(类似于傅立叶-梅林变换)。首先通过二维倒谱分析检测与映射光谱匹配的旋转。向后旋转一幅图像后,使用相同的倒谱技术确定相对位移。在临床实践中,旋转检测步骤被发现是该套准技术的弱点。基于在已知位置获取的855对牙科射线照片,比较了三种匹配映射光谱的方法:倒谱技术,互相关和映射的减影图像的一维直方图分布函数的熵光谱。两种x射线的对数极坐标映射的功率谱与熵测度的结合,可以最好地检测旋转。与常见的倒谱方法联合来校正平移会产生强大的旋转扩展倒谱技术。 !30

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