论文标题
使用代数几何形状从校准的相机图片中重建Darboux Cyclide
Using Algebraic Geometry to Reconstruct a Darboux Cyclide from a Calibrated Camera Picture
论文作者
论文摘要
从单个明显轮廓中识别代数表面的任务可以减少为从其判别性的四个变量中恢复均匀方程的任务。在本文中，我们使用这样一个事实，即Darboux Cyclides沿绝对锥体具有奇异性，以便将它们识别为欧几里得相似性转换。
The task of recognizing an algebraic surface from a single apparent contour can be reduced to the recovering of a homogeneous equation in four variables from its discriminant. In this paper, we use the fact that Darboux cyclides have a singularity along the absolute conic in order to recognize them up to Euclidean similarity transformations.
