2005
DOI: 10.1109/tro.2005.844673
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Hierarchical SLAM: real-time accurate mapping of large environments

Abstract: In this paper, we present a hierarchical mapping method that allows us to obtain accurate metric maps of large environments in real time. The lower (or local) map level is composed of a set of local maps that are guaranteed to be statistically independent. The upper (or global) level is an adjacency graph whose arcs are labeled with the relative location between local maps. An estimation of these relative locations is maintained at this level in a relative stochastic map. We propose a close to optimal loop clo… Show more

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Cited by 310 publications
(262 citation statements)
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References 24 publications
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“…Simultaneous localization and mapping (SLAM) has been a topic of much interest because it provides an autonomous vehicle with the ability to discern and represent its location in a feature rich environment. Some of the statistical techniques used in SLAM include extended Kalman filters, particle filters (Monte Carlo methods) and scan matching of range data [21]. However, in the context of metric map building, SLAM's performance depends on the accuracy of the environmental sensors and requires very high data processing and also communication between the robots.…”
Section: Localization and Multi-robot Mappingmentioning
confidence: 99%
“…Simultaneous localization and mapping (SLAM) has been a topic of much interest because it provides an autonomous vehicle with the ability to discern and represent its location in a feature rich environment. Some of the statistical techniques used in SLAM include extended Kalman filters, particle filters (Monte Carlo methods) and scan matching of range data [21]. However, in the context of metric map building, SLAM's performance depends on the accuracy of the environmental sensors and requires very high data processing and also communication between the robots.…”
Section: Localization and Multi-robot Mappingmentioning
confidence: 99%
“…Submap methods usually combine both metric and topological representations, in which the nodes of the topological graph point to a metric submap and the edges of the graph represent the connections between submaps, although some methods are primarily topological (Choset & Nagatani, 2001;Kortenkamp & Weymouth, 1994;Remolina & Kuipers, 2004). This metric information is usually represented as feature-based maps, for example, Bosse et al (2004), Estrada et al (2005), Lisien et al (2003), Newman et al (2003), and Tardós et al (2002), but evidence grid-based submaps are not uncommon (Jefferies, Cosgrove, Baker, & Yeap, 2004;Schultz & Adams, 1998;Yamauchi & Langley, 1996).…”
Section: Related Work In Submaps and Large-scale Slammentioning
confidence: 99%
“…There is a group of SLAM methods that explicitly exploit spatial sparsity by segmenting the world into independent submaps. Most of these methods use a combination of metric and topological maps (Bosse, Newman, Leonard, & Teller, 2004;Estrada, Neira, & Tardós, 2005;Jefferies, Cosgrove, Baker, & Yeap, 2004;Lisien et al, 2003;Newman, Leonard, & Rikoski, 2003;Schultz & Adams, 1998;Tardós, Neira, Newman, & Leonard, 2002;Yamauchi & Langley, 1996) in which the nodes of the graph are metric submaps and the relationships between submaps are represented by the edges of a graph. The submap segmentation is usually designed such that their scale is well within the capabilities of a particular SLAM approach.…”
Section: Introductionmentioning
confidence: 99%
“…Bosse et al [18] describe a generic framework for SLAM in large-scale environments. They use a graph structure of local maps with relative coordinate frames similar to the work described in [19]. This approach is able to reduce the complexity of the overall problem and it better deals with the linearizations in the context of EKF-SLAM.…”
Section: Related Workmentioning
confidence: 99%