There has been recently a growing interest for implicit shape representations. Contrary to explicit representations, they have no resolution limitations and they easily deal with a wide variety of surface topologies. To learn these implicit representations, current approaches rely on a certain level of shape supervision (e.g., inside/outside information or distance-to-shape knowledge), or at least require a dense point cloud (to approximate well enough the distance-to-shape). In contrast, we introduce {\method}, an self-supervised method for learning shape representations from possibly extremely sparse point clouds. Like in Buffon's needle problem, we "drop" (sample) needles on the point cloud and consider that, statistically, close to the surface, the needle end points lie on opposite sides of the surface. No shape knowledge is required and the point cloud can be highly sparse, e.g., as lidar point clouds acquired by vehicles. Previous self-supervised shape representation approaches fail to produce good-quality results on this kind of data. We obtain quantitative results on par with existing supervised approaches on shape reconstruction datasets and show promising qualitative results on hard autonomous driving datasets such as KITTI.
翻译:最近人们越来越关注隐含形状的表示方式。与明确的表示方式相反,它们没有分辨率限制,而且很容易处理广泛的表面表层。为了了解这些隐含的表示方式,目前的办法依赖于某种程度的形状监督(例如内/外信息或远距离到形状的知识),或至少需要一个密集的点云(大约足够远到形状的距离),或至少需要一个密集的云(大约足够远到形状的距离 ) 。相比之下,我们引入了一种由自我监督的方法,从可能非常稀少的点云中学习形状的表示方式。就像布丰的针头问题一样,我们在点云上“滴”针头,认为在统计上,针头的终点在表面的对面。不需要形状知识,点云会非常稀少,例如,由于车辆获得的岩浆点云。以前自我监督的形状代表方式无法在这类数据上产生高质量的结果。我们用现有的监督方法在形状重建数据集上取得定量结果,并在硬自动驱动数据上显示有希望的质量结果。