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A contour-based approach to multisensor image registration

机译:基于轮廓的多传感器图像配准方法

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Image registration is concerned with the establishment of correspondence between images of the same scene. One challenging problem in this area is the registration of multispectral/multisensor images. In general, such images have different gray level characteristics, and simple techniques such as those based on area correlations cannot be applied directly. On the other hand, contours representing region boundaries are preserved in most cases. The authors present two contour-based methods which use region boundaries and other strong edges as matching primitives. The first contour matching algorithm is based on the chain-code correlation and other shape similarity criteria such as invariant moments. Closed contours and the salient segments along the open contours are matched separately. This method works well for image pairs in which the contour information is well preserved, such as the optical images from Landsat and Spot satellites. For the registration of the optical images with synthetic aperture radar (SAR) images, the authors propose an elastic contour matching scheme based on the active contour model. Using the contours from the optical image as the initial condition, accurate contour locations in the SAR image are obtained by applying the active contour model. Both contour matching methods are automatic and computationally quite efficient. Experimental results with various kinds of image data have verified the robustness of the algorithms, which have outperformed manual registration in terms of root mean square error at the control points.
机译:图像配准与同一场景的图像之间的对应关系的建立有关。在这一领域中一个具有挑战性的问题是多光谱/多传感器图像的配准。通常,这样的图像具有不同的灰度级特征,并且诸如基于面积相关性的简单技术不能直接应用。另一方面,在大多数情况下会保留代表区域边界的轮廓。作者提出了两种基于轮廓的方法,它们使用区域边界和其他强边缘作为匹配图元。第一轮廓匹配算法基于链码相关性和其他形状相似性标准(例如不变矩)。封闭轮廓和沿开放轮廓的凸段分别匹配。该方法适用于轮廓信息得到很好保存的图像对,例如来自Landsat和Spot卫星的光学图像。为了将光学图像与合成孔径雷达(SAR)图像配准,作者提出了一种基于主动轮廓模型的弹性轮廓匹配方案。通过使用光学图像的轮廓作为初始条件,可以通过应用活动轮廓模型来获得SAR图像中的精确轮廓位置。两种轮廓匹配方法都是自动的,并且计算效率很高。各种图像数据的实验结果证明了算法的鲁棒性,在控制点的均方根误差方面,该算法的性能优于手动配准。

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