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Spatial Embedding and Spatial Context

机译:空间嵌入和空间背景

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A serious issue in urban 2D remote sensing is that even if you can identify linear features it is often difficult to combine these to form the object you want - the building. The classical example is of trees overhanging walls and roofs: it is often difficult to join the linear pieces together. For robot navigation, surface interpolation, GIS polygon "topology", etc., isolated OD or 1D elements in 2D space are incomplete: they need to be fully embedded in 2D space in order to have a usable spatial context. We embed all our 0D and 1D entities in 2D space by means of the Voronoi diagram, giving a space-filling environment where spatial adjacency queries are straightforward. This has been an extremely difficult algorithmic problem. We show recent results. If we really want to move from exterior form to building functionality we must work with volumetric entities (rooms) embedded in 3D space. We thus need an adjacency model for 3D space, allowing queries concerning adjacency, access, etc. to be handled directly from the data structure, exactly as described for 2D space. We will show our recent results to handle this problem. We claim that an appropriate adjacency model greatly simplifies questions of spatial context of elements (such as walls) that may be extracted from raw data, allowing direct assembly of compound entities such as buildings. Relationships between compound objects provide solutions to building adjacency, robot navigation and related problems. If the spatial context can be stated clearly then other contextual issues may be greatly simplified.
机译:城市2D遥感中的一个严重问题是即使您可以识别线性特征,通常很难将这些难以形成所需的对象 - 建筑物。典型例子是树木悬垂墙壁和屋顶:通常很难将线性件加入到一起。对于机器人导航,表面插值,GIS多边形“拓扑”等,2D空间中的孤立的OD或1D元素是不完整的:它们需要完全嵌入2D空间中,以便具有可用的空间上下文。我们通过Voronoi图嵌入了2D空间中的所有0d和1d实体,提供了空间填充环境,其中空间邻接查询很简单。这是一个极其困难的算法问题。我们显示最近的结果。如果我们真的想从外部表格移动到构建功能,我们必须使用嵌入3D空间中的体积实体(房间)。因此,我们需要一个邻接3D空间的邻接模型,允许关于邻接,访问等的查询直接从数据结构处理,正如2D空间所描述的那样。我们将展示我们最近的结果来处理这个问题。我们声称,适当的邻接模型极大地简化了可以从原始数据中提取的元件(例如壁)的空间背景的问题,允许直接组装诸如建筑物的化合物实体。复合物对象之间的关系为建立邻接,机器人导航和相关问题提供了解决方案。如果可以清楚地说明空间上下文,则可以大大简化其他上下文问题。

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