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A Graph Approach to Dynamic Fusion of Sensors

机译:一种动态融合传感器的图方法

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PGM-based or PGM-inspired simultaneous localization and mapping (SLAM) has been successfully adopted for both online and offline pose estimation and map construction using multiple sensor modalities. One particular problem of this graph framework is the computational complexity: the longer the experiment, the larger the problem to solve; the more the sensor modalities, the larger the problem to solve. Several improvements have been made to constrain the time complexity. In this work, an information-theoretic method is applied to prune/simplify the graph while maintaining the a posteriori information represented by the underlying graph. In particular, Chow-Liu tree is used to connect the nodes of the Markov blanket of the node to be eliminated and the factors of the graph is reconstructed by computing mutual information between each and every pair of the nodes within the blanket and forming the network topology in a maximum spanning tree (MST). Synthetic results show that the pruned and reconstructed graph achieves similar estimation accuracy compared with the original graph, which is clearly signified by the Kullback-Leibler divergence metric.
机译:基于PGM或PGM启发式的同时定位和制图(SLAM)已成功用于在线和离线姿势估计以及使用多种传感器模式的地图构建。该图框架的一个特殊问题是计算复杂性:实验时间越长,要解决的问题就越大;传感器的形式越多,要解决的问题就越大。已经进行了一些改进以限制时间复杂度。在这项工作中,应用信息理论方法来修剪/简化图,同时保持由基础图表示的后验信息。特别是,使用Chow-Liu树来连接要消除的节点的Markov覆盖层的节点,并通过计算覆盖层内每对节点之间的互信息并形成网络来重建图的因子最大生成树(MST)中的拓扑。综合结果表明,经过修剪和重构的图与原始图相比具有相似的估计精度,这由Kullback-Leibler散度度量清楚地表明。

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