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Efficient Subgraph Isomorphism with 'A Priori' Knowledge Application to 3D Reconstruction of Buildings for Cartography

机译:具有“先验”知识的有效子图同构在制图建筑物的3D重建中的应用

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摘要

In this paper, a procedure which computes error-correcting subgraph isomorphisms is proposed in order to be able to take into account some external information. When matching a model graph and a data graph, if the correspondance between vertices of the model graph and some vertices of the data graph are known 'a priori', the procedure is able to integrate this knowledge in an efficient way. The efficiency of the method is obtained in the first step of the procedure, namely, by the recursive decomposition of the model graph into subgraphs. During this step, these external information are propagated as far as possible thanks to a new procedure which makes the graphs able to share them. Since the data structure is now able to fully integrate the external information, the matching step itself becomes more efficient. The theoretical aspects of this methodology are presented, as well as practical experiments on real images. The procedure is tested in the field of 3-D building reconstruction for cartographic issues, where it allows to match model graphs partially, and then perform full matches.
机译:在本文中,为了能够考虑到一些外部信息,提出了一种计算纠错子图同构性的过程。当匹配模型图和数据图时,如果已知模型图的顶点与数据图的某些顶点之间的对应性是“先验”,则该过程能够以有效的方式集成此知识。该方法的效率在该过程的第一步中获得,即通过将模型图递归分解为子图来获得。在此步骤中,由于新的过程使这些图能够共享它们,因此这些外部信息将尽可能地传播。由于数据结构现在可以完全集成外部信息,因此匹配步骤本身变得更加高效。提出了这种方法的理论方面,以及对真实图像的实际实验。该程序在3D建筑物重建领域中针对制图问题进行了测试,该程序可以部分匹配模型图,然后执行完全匹配。

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