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首页> 外文期刊>International Journal of Geosciences >Two-Edge-Corner Image Features for Registration of Geospatial Images with Large View Variations
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Two-Edge-Corner Image Features for Registration of Geospatial Images with Large View Variations

机译:具有大视点变化的地理空间图像配准的两边角图像功能

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摘要

This paper presents a robust image feature that can be used to automatically establish match correspondences between aerial images of suburban areas with large view variations. Unlike most commonly used invariant image features, this feature is view variant. The geometrical structure of the feature allows predicting its visual appearance according to the observer’s view. This feature is named 2EC (2 Edges and a Corner) as it utilizes two line segments or edges and their intersection or corner. These lines are constrained to correspond to the boundaries of rooftops. The description of each feature includes the two edges’ length, their intersection, orientation, and the image patch surrounded by a parallelogram that is constructed with the two edges. Potential match candidates are obtained by comparing features, while accounting for the geometrical changes that are expected due to large view variation. Once the putative matches are obtained, the outliers are filtered out using a projective matrix optimization method. Based on the results of the optimization process, a second round of matching is conducted within a more confined search space that leads to a more accurate match establishment. We demonstrate how establishing match correspondences using these features lead to computing more accurate camera parameters and fundamental matrix and therefore more accurate image registration and 3D reconstruction.
机译:本文提出了一种鲁棒的图像功能,可用于自动建立具有较大视图变化的郊区航空图像之间的匹配对应关系。与最常用的不变图像功能不同,此功能是视图变体。该特征的几何结构可以根据观察者的视角预测其视觉外观。此功能被称为2EC(2条边和一个角),因为它利用了两条线段或边以及它们的相交或角。这些线被约束为对应于屋顶的边界。每个要素的描述都包括两个边缘的长度,它们的交点,方向以及被两个边缘构成的平行四边形包围的图像块。通过比较特征来获得潜在的匹配候选者,同时考虑到由于大的视图变化而预期的几何变化。一旦获得推定的匹配项,就可以使用投影矩阵优化方法滤除异常值。根据优化过程的结果,在更狭窄的搜索空间内进行第二轮匹配,从而建立更准确的匹配。我们演示了如何使用这些功能建立匹配对应关系,从而导致计算出更准确的相机参数和基本矩阵,从而获得更准确的图像配准和3D重建。

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