This paper presents Holistically-Attracted Wireframe Parsing (HAWP) for 2D images using both fully supervised and self-supervised learning paradigms. At the core is a parsimonious representation that encodes a line segment using a closed-form 4D geometric vector, which enables lifting line segments in wireframe to an end-to-end trainable holistic attraction field that has built-in geometry-awareness, context-awareness and robustness. The proposed HAWP consists of three components: generating line segment and end-point proposal, binding line segment and end-point, and end-point-decoupled lines-of-interest verification. For self-supervised learning, a simulation-to-reality pipeline is exploited in which a HAWP is first trained using synthetic data and then used to ``annotate" wireframes in real images with Homographic Adaptation. With the self-supervised annotations, a HAWP model for real images is trained from scratch. In experiments, the proposed HAWP achieves state-of-the-art performance in both the Wireframe dataset and the YorkUrban dataset in fully-supervised learning. It also demonstrates a significantly better repeatability score than prior arts with much more efficient training in self-supervised learning. Furthermore, the self-supervised HAWP shows great potential for general wireframe parsing without onerous wireframe labels.
翻译:本文展示了使用完全监管和自我监督的学习范式对 2D 图像进行全局吸引的 Wireframe 剖析( HAWP ) 。 核心是一个令人厌恶的表达方式,它使用封闭式 4D 几何矢量将线段编码成一个使用闭式 4D 几何矢量的线段, 从而能够将线段从线框中提升到一个端到端至端的全局性吸引场, 从而在几何感知、 环境意识和稳健中将线段提升到一个端到端至端的全局性整体性吸引场。 拟议的HAWP 由三个部分组成: 生成线段和端点提案、 绑定线段和端点, 以及端点脱钩线线核查。 对于自我监督的学习来说, 模拟到现实的线段线段线段线段管道被利用了。 模拟到真实的线框框中首先使用合成数据培训,然后用“ annononoto conne” comfroduf