基于元启发式的高域图像配准

Shubin Zhao
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引用次数: 4

摘要

图像配准是对在不同成像条件下获得的两幅或多幅图像进行配准的过程。图像配准的关键问题是算法的鲁棒性和速度,这是目前大多数算法致力于解决的问题。本文提出了一种鲁棒高效的Hough空间图像配准算法。通过霍夫变换,可以在位置-方向空间中表示图像的主要结构。这种表示几乎包含了原始图像的所有结构信息,特别是对于含有丰富线段的图像。这种表示允许我们在霍夫空间而不是在原始图像空间中有效地配准图像。为了考虑待配准图像之间的差异,提出了广义偏豪斯多夫距离,并将其用于图像相似性度量。在该算法中,旋转参数由一维相关简单计算,其他转换参数由一种新的假设检验方法确定,其中每个假设都是通过启发式方法即随机局部搜索产生的。该算法具有很低的计算复杂度,能够很好地处理大多数由人造结构产生的线段丰富的自然图像
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hough-Domain Image Registration By Metaheuristics
Image registration is the process of registering two or more images, which may be acquired under different imaging conditions. The critical issues in image registration are robustness and speed of the algorithm, which most current algorithms are devoted to. In this paper, a robust and efficient algorithm is presented for registering images in Hough space using heuristic approaches. By Hough transform, the main structure of an image can be represented in the position-orientation space. This representation has almost all structural information of the original images, especially for images rich with line segments. This representation allows us to register images efficiently in Hough space rather than in the original image space. To account for differences between the images to be registered, the generalized partial Hausdorff distance is proposed and used to measure the image similarity. In the presented algorithm, the rotation parameter is computed simply by 1D correlation, and other transformation parameters are determined by a new hypothesis-test method, where each hypothesis is generated by a heuristic approach, i.e. random local search. The proposed algorithm has very low computational complexity, and works well for most natural images rich with line segments resulting from man-made structures
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