论文标题
归一化误差的几何解释
Geometric Interpretations of the Normalized Epipolar Error
论文作者
论文摘要
在这项工作中，我们提供了归一化性异型误差的几何解释。最值得注意的是，我们表明它与以下数量直接相关：（1）两种反射射线之间的最短距离，（2）两个有边界的表现面平面之间的二面角，以及（3）$ l_1 $ - $ -Optimal-optimal的角度重新投入误差。
In this work, we provide geometric interpretations of the normalized epipolar error. Most notably, we show that it is directly related to the following quantities: (1) the shortest distance between the two backprojected rays, (2) the dihedral angle between the two bounding epipolar planes, and (3) the $L_1$-optimal angular reprojection error.
