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An Occlusion-Resistant Ellipse Detection Method by Joining Coelliptic Arcs

机译:结合椭圆椭圆弧的防遮挡椭圆检测方法

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In this study, we propose an ellipse detection method which gives prospering results on occlusive cases. The method starts with detection of edge segments. Then we extract elliptical arcs by computing corners and fitting ellipse to the pixels between two consecutive corners. Once the elliptical arcs are extracted, we aim to test all possible arc subsets. However, this requires exponential complexity and runtime diverges as the number of arcs increases. To accelerate the process, arc pairing strategy is deployed by using conic properties of arcs. If any pair found to be non-coelliptic, then arc combinations including that pair are eliminated. Therefore the number of possible arcs subsets is reduced and computation time is improved. In the end, ellipse fitting is applied to remaining arc combinations to decide on final ellipses. Performance of the proposed algorithm is tested on real datasets, and better results have been obtained compare to state-of-the-art algorithms.
机译:在这项研究中,我们提出了一种椭圆检测方法,该方法可以在闭塞情况下获得繁荣的结果。该方法开始于边缘段的检测。然后,我们通过计算角点并将椭圆拟合到两个连续角点之间的像素来提取椭圆弧。一旦提取了椭圆弧,我们的目标就是测试所有可能的弧子集。但是,这需要指数级的复杂性,并且运行时间会随着电弧数量的增加而变化。为了加速该过程,通过使用电弧的圆锥特性来部署电弧配对策略。如果发现任何一对非共椭圆,则将消除包括该对的弧组合。因此,减少了可能的电弧子集的数量,并缩短了计算时间。最后,将椭圆拟合应用于剩余的圆弧组合,以决定最终的椭圆。在真实数据集上测试了该算法的性能,并且与最新算法相比,获得了更好的结果。

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