A Theory of Network Localization

By James Aspnes, T. Eren, D. Goldenberg, A. Stephen Morse, W. Whiteley, Yang Richard Yang, B.D.O. Anderson, Peter N. Belhumeur. IEEE Transactions on Mobile Computing, 2006

659 citations recorded by the source corpus.

Subfields: Computer Networks and Communications, Electrical and Electronic Engineering, Ocean Engineering

View Paper: https://www.semanticscholar.org/paper/5ce9e830146f9e4b095511f693a939e749686430

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Citations in the corpus

Rigid graph control architectures for autonomous formations (2008, background): “One application area in which global rigidity is of interest is sensor network localization [23]–[25], as we now describe.”
BeepBeep: a high accuracy acoustic ranging system using COTS mobile devices (2007, background): “There have been tremendous efforts on the localization problem on theoretical studies [7, 22, 23] as well as building practical systems using angulation or lateration [3,4,24], proximity sensing [25, 26], or even scene analysis [10].”
Localization Algorithms and Strategies for Wireless Sensor Networks: Monitoring and Surveillance Techniques for Target Tracking (2009, methodology): “In Bahl et al. (2000b), an appropriate model from a database of models was chosen based on the reference signal strength seen between access points. The model building problem was tackled to some extent in Smailagic et al. (2001) where a specific functional relationship between signal strength and d”
A Theoretical Foundation of Network Localization and Navigation (2018, neutral): “[166] J.”
Particle Swarm Optimization in Wireless-Sensor Networks: A Brief Survey (2011, methodology): “Location information is used in geometricaware routing [19].”
Computational Intelligence in Wireless Sensor Networks: A Survey (2011, methodology): “Location information is used to detect and record events, or to route packets using geometric-aware routing [17], [18].”
Wireless sensor network localization techniques (2007, background): “Particularly, it is established in [105,106] that a necessary and sufficient condition for unique localization of a ddimensional sensor network is global rigidity of any d-dimensional representation ðG; pÞ, where G is the representative graph of the sensor network and the edge lengths kpðiÞ pðjÞk im”
Location, Localization, and Localizability (2010, background): “It is shown that trilateration extensions are globally rigid([69,76]).”
Euclidean Distance Geometry and Applications (2012, methodology): “disk graph is NP-hard. A slightly diﬀerent version of the problem, consisting in determining whether a given weighted graph can be realized in R2 as a unit disk graph of given radius, is also NP-hard [9]. From the point of view of DG, it is interesting to remark that the DGP, restricted to suﬃcientl”