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SVD-based camera self-calibration and 3-D reconstruction from single-view

机译:基于SVD的相机自校准和单视图的三维重建

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Due to the difference between single-view and multi-view, the homography matrix, epipolar constraint and fundamental matrix in the case of model-based single-view are first defined. Then, inspired by the SVD method of two-view problem, and observing the similarity of our problem to two-view problem, we prove that, in order to uniquely determine homography matrix, a 4-dimensional mid-parameter vector can be optimally estimated from the data transformed by the corresponding left singular matrix of SVD analysis of the fundamental matrix. At last, the intrinsic parameter matrix, the 3-D motion as well as the 3-D reconstruction can be straightforward calculated. So, a new algorithm to self-calibrate the intrinsic parameter matrix of a camera and to reconstruct the 3-D shape of the target in the single-view is successfully developed. The experiment has demonstrated that its performance is fairly satisfactory.
机译:由于单视图和多视图之间的差异,首先定义了基于模型的单视图的情况下的相同矩阵,eMipolar约束和基本矩阵。然后,通过双视图问题的SVD方法启发,并观察我们问题的异常问题的相似性,我们证明,为了唯一地确定同封定义矩阵,可以最佳地估计4维中参数向量从由基本矩阵的SVD分析的相应左奇异矩阵转换的数据。最后,可以简单地计算内在参数矩阵,3-D运动以及三维重建。因此,成功开发了一种新的算法来自我校准相机的内在参数矩阵并重建单个视图中目标的三维形状。实验表明,其性能相当令人满意。

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