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Application of elliptic Fourier descriptors to symmetry detection under parallel projection

机译:椭圆傅里叶描述子在平行投影下对称检测中的应用

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摘要

In this paper, the method of elliptic Fourier descriptors using arc length parameterization is applied to tackle the problem of detection and recovery of symmetry under parallel projection. A simple and fast iteration algorithm together with the invariants of symmetry provides sufficient information for the detection and recovery of symmetry under parallel projection. The proposed method has been extensively tested using symmetric figures under different parallel projections. Simulation results of the algorithm are presented. The extension of this method for planar object recognition under parallel projection is also addressed.
机译:本文提出了一种利用弧长参数化的椭圆傅立叶描述子方法来解决平行投影下对称性的检测和恢复问题。一个简单,快速的迭代算法以及对称性不变性为平行投影下的对称性检测和恢复提供了足够的信息。在不同的平行投影下使用对称图形对提出的方法进行了广泛的测试。给出了算法的仿真结果。还解决了该方法在平行投影下用于平面物体识别的扩展问题。

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